Key Features:
- Contains the most recent developments in the theory of algebraic multiplicities and their connections with the problem of ascertaining the topological structure of the solution components to abstract non-linear fixed point equations
- Gives novel applications of nonlinear analysis to the study of the structure of the set of positive solutions to some general classes of non-linear boundary value problems under non-linear mixed boundary conditions
- Collects the most recent results about the uniqueness of large solutions in some important classes of semilinear logistic equations, thereby providing the fine dynamics of the positive solutions of these equations, the most paradigmatic in population dynamics
- Highlights some applications of nonlinear analysis to the study of the combined effects of cooperation and competition in population dynamics, palenthology, management science, and economics
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