Appdynsys Bifurcation Examples Hysteresis

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General Reference Overview

In the same way that there are supercritical and subcritical pitchfork The logistic equation is a 1-d discrete time system x(n+1) = r x(n) (1-x(n)) with parameter r.

General Topic Connections

This surface represent the equilibria in a 2-parameter family of 1-d systems modeled by the previous spring-disc system. The way we sometimes parse reality down to discrete progressive frames of probability becomes ever more pronounced during ... Along a certain slice of the 2-parameter unfolding of a supercritical pitchfork

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Topic Specific Notes

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Key points worth scanning

• The logistic equation is a 1-d discrete time system x(n+1) = r x(n) (1-x(n)) with parameter r.
• In the same way that there are supercritical and subcritical pitchfork
• This surface represent the equilibria in a 2-parameter family of 1-d systems modeled by the previous spring-disc system.
• The way we sometimes parse reality down to discrete progressive frames of probability becomes ever more pronounced during ...
• Along a certain slice of the 2-parameter unfolding of a supercritical pitchfork

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