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机译:耦合辛映射作为无序哈密顿量格中次扩散过程的模型
Institute for Complex Systems and Mathematical Biology (ICSMB), SUPA Department of Physics, University of Aberdeen, AB24 3UE Aberdeen, United Kingdom;
Center for Research and Applications of Nonlinear Systems (CRANS), Department of Mathematics, University of Patras, GR-26500 Patras, Greece;
High Performance Computing Systems Lab (HPCS lab), Department of Computer and Informatics Engineering, Technological Educational Institute of Western Greece, 30300 Antirion, Greece;
Complex statistics; Multi-dimensional maps; McMillan map; Klein-Gordon disordered Hamiltonian; Chaotic and diffusive motion; q-Gaussians; Tsallis entropy;
机译:新的晶格层次结构:哈密顿结构,辛映射和N折Darboux变换
机译:映射图格中的举格,双曲结构和拓扑异常
机译:基于耦合映射格模型的新型多耦合链接三维耦合网络的级联故障
机译:图像分割的“分而治之”模型:耦合映射格中的对象有界同步传播
机译:关于辛几何的两种探索:I.曲线上抛物线矢量束的模空间II。辛流形上紧李群的哈密顿行为的量化特征。
机译:Toda格子哈密顿系统的数值模拟:高阶辛说明性透视图
机译:耦合辛映射作为无序哈密顿量格中次扩散过程的模型
机译:耦合映射格子对流体诱导振动的低维建模