Handbook of Topological Fixed Point Theory

Homological Methods in Fixed Point Theory.- Coincidence Theory.- On the Lefschetz Fixed Point Theorem.- Linearizations for Maps of Nilmanifolds and Solvmanifolds.- Homotopy Minimal Periods.- Periodic Points and Braid Theory.- Fixed Point Theory of Multivalued Weighted Maps.- Fixed Point Theory for Homogeneous Spaces A Brief Survey.- Equivariant Fixed Point Theory.- A Note on Equivariant Fixed Point Theory.- Equivariant Degree.- Bifurcations of Solutions of SO(2)-Symmetric Nonlinear Problems with Variational Structure.- Nielsen Theory.- Nielsen Root Theory.- More about Nielsen Theories and Their Applications.- Algebraic Techniques for Calculating the Nielsen Number on Hyperbolic Surfaces.- Fibre Techniques in Nielsen Theory Calculations.- Wecken Theorem for Fixed and Periodic Points.- A Primer of Nielsen Fixed Point Theory.- Nielsen Fixed Point Theory on Surfaces.- Relative Nielsen Theory.- Applications.- Applicable Fixed Point Principles.- The Fixed Point Index of the Poincaré Translation Operator on Differentiable Manifolds.- On the Existence of Equilibria and Fixed Points of Maps under Constraints.- Topological Fixed Point Theory and Nonlinear Differential Equations.- Fixed Point Results Based on the Wa?ewski Method.

Is the first in the world literature presenting all new trends in topological fixed point theory