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Grant IAA1019202     1.1.2002 - 31.12.2004
Grantor: Grant Agency of Czech Academy of Sciences

Bifurcation and stability for variational inequaities with applications to mathematical models in biology

A smooth dependence of solutions and contact sets on parameters and existence of smooth bifurcation branches for certain classes of variational inequalities was proved. In particular cases, even direction, stability and global behaviour of bifurcation branches were described.

 Main investigator:

Kučera Milan

 Participating institutions:

Institute of Mathematics, AS CR