Multiparameter bifurcation and stability of solutions at a double eigenvalue

Multiparameter bifurcation and stability of solutions at a double eigenvalue

This paper deals with some problems of bifurcation theory for general non-linear eigenvalue prob-lem for 2-dimensional parameter space. An explicit analysis of the bifurcation for 2-dimensional parameter space is done and the structure of the non-trivial solution branches of the bifurcation equation...

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Hlavní autor: Bari, Rehana
Médium: Článek
Jazyk:English
Vydáno: BRAC University 2010
Témata:
Non-linear eigenvalue problem
Bifurcating solutions
Linearised operator
Lyapunov-Schmidt method
Stability
On-line přístup:http://hdl.handle.net/10361/521

Internet

http://hdl.handle.net/10361/521

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