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Mini-course bifurcation theory

Mini-course bifurcation theory. Part three: bifurcations of 2D systems. George van Voorn. Bifurcations. Bifurcations of equilibria in 1D Transcritical ( ? = 0) Tangent ( ? = 0) In 2D Transcritical (One ? = 0) Tangent (One ? = 0). Example. 2D ODE Rosenzweig-MacArthur (1963).

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A Primer in Bifurcation Theory for Computational Cell Biologists Lecture 5: Two-Parameter Bifurcation Diagrams

A Primer in Bifurcation Theory for Computational Cell Biologists Lecture 5: Two-Parameter Bifurcation Diagrams. http://www.biology.vt.edu/faculty/tyson/lectures.php. John J. Tyson Virginia Polytechnic Institute & Virginia Bioinformatics Institute. Click on icon to start audio. HB.

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2.9 - The Derivative As A Function

2.9 - The Derivative As A Function. The First Derivative of f. Interpretations. f ?( a ) is the value of the first derivative of f at x = a . f ?( x ) is represents the instantaneous rate of change of f at x. Definition.

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229 views • 8 slides

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Cusp point - PowerPoint PPT Presentation

Mini-course bifurcation theory

A Primer in Bifurcation Theory for Computational Cell Biologists Lecture 5: Two-Parameter Bifurcation Diagrams

2.9 - The Derivative As A Function