Herbert B. Keller

Multiple Eigenvalues Lead to Secondary Bifurcation

Bifurcation problems are considered where the primary bifurcation points are functions of a parameter

Boundary Value Problems on Semi-Infinite Intervals and Their Numerical Solution

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The Von Karman Swirling Flows

. It is shown that a multiple bifurcation point, which occurs for

INVARIANT IMBEDDING, THE BOX SCHEME AND AN EQUIVALENCE BETWEEN THEM*

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Complex bifurcation from real paths

, may “split” into two (or more) simple primary bifurcation points and several secondary bifurcation points as

ON THE BIRTH OF ISOLAS

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Lectures on numerical methods in bifurcation problems

varies from

Numerical methods in bifurcation problems

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Iterative solutions for the non-linear bending of circular plates†

. These secondary points move along one or more of the primary branches as

Geometrically Isolated Nonisolated Solutions and Their Approximation

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