何宝林
(0)

基本信息

  • 性别：男
  • 聘任技术职务：副教授
  • 学历：博士研究生毕业
  • 联系电话：
  • 电子邮箱：hebaolin@shnu.edu.cn
  • 通讯地址：
  • 部门：数理学院
  • 学位：理学博士学位
  • 毕业院校：北京大学
  • 办公地址：

研究方向：

（以下信息源于科研管理系统）

学术成果：
论文
  • [1] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [2] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [3] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [4] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [5] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [6] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [7] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [8] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [9] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [10] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [11] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [12] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [13] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [14] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [15] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [16] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [17] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [18] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [19] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [20] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [21] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [22] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [23] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [24] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [25] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [26] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [27] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [28] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [29] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [30] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [31] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [32] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [33] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [34] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [35] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [36] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [37] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [38] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [39] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [40] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [41] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [42] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [43] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [44] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [45] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [46] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [47] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [48] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [49] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [50] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [51] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [52] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [53] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [54] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [55] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [56] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [57] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [58] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [59] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [60] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [61] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [62] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [63] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [64] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [65] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [66] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [67] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [68] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [69] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [70] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [71] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [72] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [73] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [74] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [75] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [76] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [77] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [78] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [79] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [80] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [81] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [82] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [83] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [84] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [85] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [86] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [87] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [88] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [89] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [90] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [91] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [92] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [93] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [94] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [95] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [96] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [97] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [98] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [99] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [100] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [101] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [102] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [103] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [104] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [105] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [106] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [107] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [108] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [109] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [110] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [111] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [112] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [113] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [114] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [115] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [116] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [117] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [118] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [119] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [120] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [121] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [122] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [123] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [124] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [125] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [126] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [127] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [128] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [129] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [130] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [131] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [132] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [133] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [134] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [135] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [136] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [137] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [138] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [139] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [140] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [141] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [142] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [143] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [144] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [145] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [146] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [147] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [148] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [149] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [150] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
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  • [158] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
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  • [302] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
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  • [304] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [305] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [306] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [307] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [308] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
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  • [310] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [311] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [312] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [313] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [314] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [315] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [316] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [317] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [318] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [319] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [320] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [321] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [322] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [323] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [324] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [325] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [326] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
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  • [328] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [329] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [330] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [331] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [332] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [333] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
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  • [335] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
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  • [337] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [338] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [339] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [340] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [341] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [342] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [343] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [344] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
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  • [346] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [347] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [348] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [349] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [350] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [351] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [352] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [353] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [354] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
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  • [356] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [357] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [358] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [359] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [360] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [361] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [362] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [363] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [364] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [365] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [366] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [367] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [368] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [369] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [370] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [371] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [372] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [373] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [374] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [375] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
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  • [377] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [378] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
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  • [380] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [381] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [382] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [383] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
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  • [385] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [386] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
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  • [388] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
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  • [390] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
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  • [392] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [393] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
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  • [396] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
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  • [399] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [400] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [401] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [402] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
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  • [404] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [405] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [406] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [407] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [408] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
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  • [410] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [411] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [412] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [413] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [414] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [415] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [416] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [417] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
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  • [420] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
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  • [422] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [423] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
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  • [425] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
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  • [427] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
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  • [430] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [431] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [432] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [433] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [434] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [435] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [436] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [437] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [438] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [439] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [440] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [441] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [442] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [443] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [444] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [445] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [446] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [447] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [448] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [449] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [450] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [451] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [452] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [453] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [454] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [455] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [456] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [457] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [458] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [459] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [460] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [461] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [462] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [463] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [464] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [465] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [466] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [467] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [468] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [469] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [470] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [471] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [472] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [473] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [474] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [475] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [476] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [477] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [478] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [479] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [480] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [481] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [482] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [483] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [484] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [485] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [486] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [487] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [488] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [489] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [490] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [491] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [492] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [493] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [494] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [495] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [496] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [497] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [498] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [499] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [500] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [501] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [502] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [503] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [504] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [505] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [506] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [507] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [508] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [509] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [510] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [511] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [512] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [513] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [514] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [515] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [516] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [517] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [518] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [519] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [520] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [521] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [522] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [523] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [524] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [525] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [526] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [527] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [528] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [529] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [530] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [531] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [532] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [533] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [534] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [535] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [536] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [537] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [538] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [539] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [540] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [541] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [542] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [543] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [544] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [545] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [546] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [547] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [548] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [549] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [550] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [551] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [552] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [553] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [554] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [555] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [556] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [557] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [558] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [559] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [560] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [561] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [562] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [563] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [564] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [565] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [566] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [567] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [568] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [569] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [570] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [571] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [572] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [573] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [574] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [575] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [576] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [577] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [578] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [579] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [580] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [581] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [582] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [583] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [584] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [585] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [586] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [587] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [588] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [589] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [590] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [591] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [592] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [593] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [594] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [595] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [596] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [597] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [598] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [599] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [600] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [601] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [602] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [603] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [604] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [605] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [606] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [607] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [608] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [609] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [610] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [611] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [612] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [613] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [614] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [615] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [616] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [617] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [618] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [619] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [620] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [621] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [622] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [623] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [624] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [625] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [626] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [627] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [628] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
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  • [630] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
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  • [632] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [633] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [634] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [635] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [636] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [637] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [638] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
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  • [640] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
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  • [642] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [643] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [644] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
  • [645] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [646] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
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  • [649] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [650] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [651] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
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  • [684] 何宝林,Yi Shi,Xiaodong Wang. Dynamical coherence of specially absolutely partially hyperbolic endomorphisms on T2. NONLINEARITY,2019,32(5):1695–1704.
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  • [694] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
  • [695] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
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  • [705] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
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  • [708] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
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  • [715] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
  • [716] 何宝林,甘少波. Non-integrability of dominated splitting on T^2. NONLINEARITY,2014,27(12):3179-3184.
  • [717] 何宝林. Accessibility of partially hyperbolic endomorphisms with 1D center-bundles.. Journal of Applied Analysis and Computation,2017,7(1):334-345.
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  • [726] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
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  • [730] 何宝林. ENTROPY OF DIFFEOMORPHISMS OF LINE. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS,2017,37(9):4753-4766.
科研项目
  • [1] 何宝林.国家自然科学基金（面上项目）合作项目:奇异双曲系统的动力学性质研究,在研.
  • [2] 何宝林,何宝林.国家自然科学基金（青年科学基金项目）:关于不可逆系统的稳定遍历性的研究,结题.

教学工作：
教职工课程信息
开课学年开课学期课程名称
2018-20192数学分析Ⅱ
2020-20211高等数学Ⅱ
2022-20231文科高等数学
2024-20252初等数论
2022-20232泛函分析
2016-20171高等数学Ⅰ
2023-20242初等数论
2017-20181数学分析Ⅰ
2020-20212高等数学
2017-20182文科高等数学Ⅱ
2016-20172高等数学Ⅱ
2019-20201高等数学（2）
2023-20241初等代数研究
2025-20261初等代数研究
2018-20191数学分析Ⅰ
2019-20203中学数学解题研究
2021-20222泛函分析
2019-20202数学分析Ⅱ
2024-20251文科高等数学

荣誉奖励：

社会兼职：

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