Direct binary search (DBS) algorithm with constraints
Kartheek Chandu, Mikel Stanich, et al.
CI-DPHA 2013
In a recent paper, it was shown that members of a class of three-dimensional nonlinear dynamical systems are equivalent to jerky dynamics. The transformations used have the restriction that the state variable in the jerky dynamics is the same as one of the state variables of the three-dimensional system. As a consequence, some of the transformations used are necessarily nonlinear. We show that by removing this restriction, some of these systems can be transformed to jerky dynamics via affine transformations. In particular, we give conditions under which the system is topologically conjugate to jerky dynamics via an affine transformation. © 2002 Elsevier Science B.V. All rights reserved.
Kartheek Chandu, Mikel Stanich, et al.
CI-DPHA 2013
Hui Liu, Shiman Zhang, et al.
IEEE JESTCS
Chai Wah Wu
Nonlinearity
Ying Sue Huang, Chai Wah Wu
IEEE TCAS-II