WebbΙνστιτούτο Μαθηματικών της Εθνικής Ακαδημίας Επιστημών της Ουκρανίας (από 1974) Αξιοσημείωτο έργο. Sharkovskii's theorem. δεδομένα. Ο Ολεξάντρ Μυκολαγιόβιτς Σαρκόφσκι ( ουκρανικά: Олекса́ндр ... Webb31 mars 2011 · A Sharkovsky theorem for non-locally connected spaces G. Conner 1 , , Christopher P. Grant 1 , and Mark H. Meilstrup 2 , 1. Department of Mathematics, Brigham Young University, Provo, UT 84602 2. Mathematics Department, Southern Utah University, Cedar City, UT, 84720 Received: March 31, 2011 Revised: July 31, 2011 Published: …
Théorème de Charkovski — Wikipédia
WebbOrdinamento di Sharkovsky. Dato un intervallo , sia : una funzione continua.Il numero è un punto periodico di periodo se () =, dove è la composizione di copie di .Si tratta di un … WebbThe Sharkovski Theorem is here very helpful. The Sharkovski Theorem states that if a function f has a periodic point with fundamental period m and m n in the ordering given … label bat roubaix
Journal of Dynamics and Differential Equations Volume 31, issue 4
Webb18 apr. 2024 · On a Converse of Sharkovsky's Theorem: The American Mathematical Monthly: Vol 103, No 5 Home All Journals The American Mathematical Monthly List of Issues Volume 103, Issue 5 On a Converse of Sharkovsky's Theorem The American Mathematical Monthly Volume 103, 1996 - Issue 5 3 Views 2 CrossRef citations to date … WebbThe main objective here is to extend the well-known Sharkovsky’s Theorem and its converse (Sharkovsky [30], Li and Yorke [26], Elaydi [9,10]) to peri-odic difference … In mathematics, Sharkovskii's theorem (also occurs under the name Sharkovsky's theorem, Sharkovskiy's theorem, Šarkovskii's theorem or Sarkovskii's theorem), named after Oleksandr Mykolayovych Sharkovsky, who published it in 1964, is a result about discrete dynamical systems. One of the implications of the … Visa mer For some interval $${\displaystyle I\subset \mathbb {R} }$$, suppose that It consists of: • the odd numbers $${\displaystyle =(2n+1)\cdot 2^{0}}$$ in increasing order, • 2 times the odd … Visa mer Sharkovskii also proved the converse theorem: every upper set of the above order is the set of periods for some continuous function from an … Visa mer • Weisstein, Eric W. "Sharkovskys Theorem". MathWorld. • Sharkovskii's theorem at PlanetMath. • Teschl, Gerald (2012). Ordinary Differential Equations and Dynamical Systems. Providence: American Mathematical Society. ISBN 978-0-8218-8328-0 Visa mer jean cazaban