logisticmap

Alogisticmapisapolynomialmappingofdegree2(equivalenttoarecurrencerelation)andisoftenreferredtoasaclassicexampleofhowcomplexand ...,2016年4月19日—當r<1時,經過多次迭代後發現→0;當1

Logistic Map: Most Up-to

A logistic map is a polynomial mapping of degree 2 (equivalent to a recurrence relation) and is often referred to as a classic example of how complex and ...

【探索15

2016年4月19日 — 當r&lt;1 時,經過多次迭代後發現 →0;當1&lt;r&lt;3時,發現 會趨近一個固定值(attracting fixed point)。當r越來越大,像是r=3.3 時,會發現迭代多次以後 會在兩 ...

Logistic Map

由 S Chen 著作 · 2021 · 被引用 3 次 — The logistic map becomes one of the most famous maps in dynamical system theorem and chaos. It was originally used to describe the population growth of the.

Logistic Map -

由 EW Weisstein 著作 · 2001 · 被引用 60 次 — Logistic Map · (dx)/(dt)=rx(1-x). (1). with the quadratic recurrence equation · x_1, = rx_0(1-x_0) · x_n=1/21-f[r^nf^(-. (6). where · (dx_(n+1))/(dx_n)=r(1. (7) · x ...

Maths in a minute

2021年1月26日 — The logistic map is famous for two reasons: it gives a way of predicting how a population of animals will grow or shrink over time, and it ...

The Logistic Map

2018年4月30日 — In this Flong one of the most famous dynamical systems will discussed, the logistic map. The logistic map is a one-dimensional discrete-time ...

單峰映射

An introductory primer on chaos and fractals. Interactive Logistic map with iteration and bifurcation diagrams in Java. Interactive Logistic map showing fixed ...