Topology with applications topological spaces via near and far - Naimpally, S. A.; Peters, James F. (New Jersey World Scientific, 2013)
Basic framework -- What is topology? -- Symmetric proximity -- Continuity and proximal continuity -- Separation axions -- Uniform spaces, filters and nets -- Compactness and higher separation axioms -- Initial and final structures, embedding -- Grills, clusters, bunches and proximal wallman compactification -- Extensions of continuous functions: Taimanov theorem -- Metrisation -- Function space topologies -- Hyperspace topologies -- Selected topics: uniformity and metrisation.
Prof. Julius Bañgate (recommending faculty)
Keywords: Topology; Proximity spaces