Lorenz方程并不混沌
Lorenz equations without chaos
混沌理论以Lorenz方程为经典，又以a=10,b=8/3，c=28为产生混沌经典参数。微分方程被称为是描述自然法则的语言，自然法则成为混沌法则，令人迷惑不解。本文证明,用循环迭代方法或给出时间序列直接运算，Lorenz方程都不混沌；当然，自然法则绝不混沌。?
haos theory in the classical Lorenz equations, again a = 10, b = 8/3, c = 28 to generate chaotic classical parameters. Differential equations describing the laws of nature are known to be the language of the law of natural law became chaotic, confusing. We prove, given iteration method or direct computation time series, Lorenz equation is not chaos; of course, the natural law never chaotic.
李峰、李春林、于力
数学物理学
线性和非线性Lorenz方程统解混沌复动力系统
Linear and nonlinearLorenz equationsUnified solutionchaoscomplex dynamical systems??
李峰,李春林,于力.Lorenz方程并不混沌[EB/OL].(2015-03-04)[2025-08-11].http://www.paper.edu.cn/releasepaper/content/201503-40.点此复制
评论