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Topology evolved from 19th-century analysis and geometry—questions about continuity, limits, and the behavior of functions led mathematicians to study properties invariant under continuous transformations. Early contributors include Leonhard Euler (bridges of Königsberg), Augustin-Louis Cauchy, Bernhard Riemann, and Henri Poincaré, who helped establish foundations for modern topological thinking. Whether you’re a postgraduate student or an aspirant

The text includes numerous fully worked-out examples and theorems tailored for Honours and PG students. Rigorous yet Simple: and Henri Poincaré

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Open sets, closed sets, and basis for a topology.