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Functional Analysis

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Functional Analysis

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Research Frontiers in Fixed Point Theory and Nonexpansive Mappings

Analysis of fixed points for contractions, nonexpansive mappings, and their geometric and topological properties.

Metric Geometry of Nonexpansive Dynamics in Banach Spaces
Fixed Point Attractors in Infinite-Dimensional Operator Networks
Asymptotic Behavior Beyond Convergence in Iterative Systems
Nonlinear Semigroups and Their Fixed Point Landscapes
Geometric Fixed Points in Weakly Convex Domains
Monotone Operators and Hidden Fixed Point Structures
Proximal Algorithms and Convergence at Singularities
Fixed Points Under Composition of Nonexpansive Operators
Metric Fixed Point Theory in Non-Reflexive Spaces
Topological Methods in Multivalued Nonexpansive Mappings

All Functional Analysis PhD categories