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In this article, we deal with notion of idempotent in dynamical systems and prove that both closure function and orbital function are idempotent functions on the systems.
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참고문헌 (8)
참고문헌 신청
E. Akin / 1993 / The general topology of dynamical systems, Graduate Studies in Mathematics, 1
H.-Y. Chu / 2005 / Chain recurrence for multi-valued dynamical systems on noncompact spaces / Nonlinear Anal. 61:715~723
H.-Y. Chu / 2008 / Strong centers of attraction for multi-valued dynamical systems on noncompact spaces / Nonlinear Anal. 68:2479~2486
주항연 / 2013 / Some remarks on chain prolongations in dynamical systems / 충청수학회지 26(2):351~356
H.-Y. Chu / 2005 / Attractors for relations in $\sigma$ -compact spaces / Topology Appl. 148:201~212
H.-Y. Chu / 2005 / Chain recurrence for multi-valued dynamical systems on noncompact spaces / Nonlinear Anal. 61:715~723
H.-Y. Chu / 2008 / Strong centers of attraction for multi-valued dynamical systems on noncompact spaces / Nonlinear Anal. 68:2479~2486
주항연 / 2013 / Some remarks on chain prolongations in dynamical systems / 충청수학회지 26(2):351~356
H.-Y. Chu / 2005 / Attractors for relations in
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