一类具有不少于“3/8n~2”族极限环的平面n次系统

白敬新

数学学报 ›› 2000, Vol. 43 ›› Issue (2) : 245-252.

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PDF(427 KB)
数学学报 ›› 2000, Vol. 43 ›› Issue (2) : 245-252. DOI: 10.12386/A2000sxxb0034
论文

一类具有不少于“3/8n~2”族极限环的平面n次系统

    白敬新
作者信息 +

A Class of Planar n-polynomial System with at Least [3/8n~2] Family Limit Cycles

    Jing Xin BAI
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文章历史 +

摘要

本文给出结果:(1)一类具有不少于[3/8n~2]个一阶细焦点的平面n次系统.(2)一类具有不少于[3/8n~2]族权限环的平面n次系统.

Abstract

In this paper, we give the following results: (1) A class of planar n-polynomial system with at least [n2] weak focus of order 1. (2) A class of planar n-polynomial system with at least [n2] family limit cycles.

关键词

极限环 / 细焦点 / n次系统

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白敬新. 一类具有不少于“3/8n~2”族极限环的平面n次系统. 数学学报, 2000, 43(2): 245-252 https://doi.org/10.12386/A2000sxxb0034
Jing Xin BAI. A Class of Planar n-polynomial System with at Least [3/8n~2] Family Limit Cycles. Acta Mathematica Sinica, Chinese Series, 2000, 43(2): 245-252 https://doi.org/10.12386/A2000sxxb0034
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