Topological Fixed Point Theory and Applications

Bifurcation theory for metric parameter spaces.- A fixed point index approach to some differential equations.- Topological characteristics of infinite - dimensional mappings and the theory of fixed points and coincidences.- Fixed points of map extensions.- Two vignettes in fixed point theory.- Index theory for noncompact group actions with applications to Borsuk-Ulam theorems.- Fuller's index for periodic solutions of functional differential equations.- Simple variational methods for unbounded potentials.- The lefschetz function of a point.- Nielsen-type numbers for periodic points, I.- Braids and periodic solutions.- Coincidences for Grassmannian and associated spaces.- Congruences for fixed point indices of equivariant maps and iterated maps.- Clifford asymptotics and the local lefschetz index.- On solutions of frame mappings into manifolds.- The number of periodic orbits of smooth maps.- Parametrized Borsuk-Ulam theorems and characteristic polynomials.- On an example of Weier.- The positive solutions of quasilinear elliptic boundary value problem.- A relative Nielsen number for the complement.