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Grant IAA100190805     1.1.2008 - 31.12.2010
Grantor: Grant Agency of Czech Academy of Sciences

Bifurcation and dependence on parameters for unilateral boundary value problems and interpretation in natural sciences

Smoothness of bifurcation branches for a Signorini problem was proved. Location of bifurcation points for reaction-diffusion systems with various unilateral conditions was described. The result is surprising in the case of Signorini-Neumann conditions.

 Main investigator:

Kučera Milan

 IM team members:  
Väth Martin
 Participating institutions:

Institute of Mathematics, AS CR,
University of South Bohemia, Ceske Budejovice, JCU CB