@article{oai:tsukuba.repo.nii.ac.jp:00024722, author = {加藤, 久男 and Kato, Hisao}, issue = {9}, journal = {Topology and its applications}, month = {Apr}, note = {A dynamical system consists of a phase space of possible states, together with an evolution rule that determines all future states and all past states given a state at any particular moment. In this paper, we show that for any countable random infinite bi-sequences of states of some phase space, there exists an evolution rule in C0-topology which realizes precisely the given sequences of states on their orbits and satisfies some regular conditions on the times to realize the states.}, pages = {1163--1171}, title = {Dynamical systems which realize given random bi-sequences of points on their orbits}, volume = {158}, year = {2011} }