A sufficient condition for the realizability of the least number of periodic points of a smooth map

Jezierski Jerzy

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A sufficient condition for the realizability of the least number of periodic points of a smooth map

机译：实现平滑图的最少数量的周期点的充分条件

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摘要

There are two algebraic lower bounds of the number of n-periodic points of a self-map f : M -> M of a compact smooth manifold of dimension at least 3:

机译：自映射f的n个周期点的数量有两个代数下限：尺寸至少为3的紧致光滑流形的M-> M：

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来源
《Journal of fixed point theory and applications》 |2016年第3期|共18页
作者
Jezierski Jerzy;
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原文格式 PDF
正文语种 eng
中图分类非线性泛函分析;
关键词
Fixed point; periodic point; Nielsen fixed point theory; Dold congruences; least number of periodic points;

机译：不动点;周期点;尼尔森不动点理论;同余;周期点数最少;

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1. A sufficient condition for the realizability of the least number of periodic points of a smooth map [J] . Jezierski Jerzy Journal of fixed point theory and applications . 2016,第3期

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2. Sufficient Conditions for Realizability of Boolean Functionsby Asymptotically Optimal Circuits with the Unreliability 2ε [J] . M. A. Alyokhina, A. V. Vasin Russian mathematics . 2010,第5期

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3. On a class of non-smooth dynamical systems: a sufficient condition for smooth versus non-smooth solutions [J] . M. -F. Danca Regular & chaotic dynamics . 2007,第1期

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4. A Necessary and Sufficient Condition of Global Positivity on Shift-realizable Multivariate Polynomial by LMI [C] . Y. Kuroiwa IFAC World Congress . 2011

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5. Polynomial flows, symmetry groups and conditions sufficient for injectivity of maps. [D] . Coomes, Brian Arthur. 1988

机译：多项式流，对称性组和条件足以满足图的注入性。
6. Dynamic light caused less photosynthetic suppression rather than more under nitrogen deficit conditions than under sufficient nitrogen supply conditions in soybean [O] . Yu-Ting Li, Ying Li, Yue-Nan Li, 2020

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7. A sufficient condition for the realizability of the least number of periodic points of a smooth map [O] . 2016

机译：实现平滑图的最少数量的周期点的充分条件
8. A Sufficient Condition for Realizability of Constrained Graphs. [R] . Yohe, J. M. 1975

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A sufficient condition for the realizability of the least number of periodic points of a smooth map

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