Point-Set Topology

Capture the foundations of modern topology with Point-Set Topology by Rafael López, a clear, rigorous introduction designed for students, instructors, and self-learners who want to master the language of continuity, convergence, and compactness.

This well-paced text transforms abstract concepts into approachable ideas. Starting with basics — open and closed sets, bases, and subspaces — it moves naturally through metric spaces, continuity, compactness, connectedness, separation axioms (including Hausdorff spaces), product and quotient topologies, and countability and convergence theorems. Each chapter balances formal proofs with intuitive explanations, making complex theorems accessible without sacrificing rigor.

Ideal for university courses and independent study across North America, Europe, Latin America, and beyond, this edition emphasizes problem-solving and conceptual clarity. Readers will find carefully chosen examples and exercises that reinforce key ideas and prepare them for advanced analysis, differential topology, and applications in dynamical systems and data science.

Why choose this edition? It offers a professional, student-friendly approach to core point-set topology topics, written by an author who prioritizes clarity and mathematical depth. Whether you’re preparing for exams, teaching an introductory topology course, or expanding your mathematical toolkit, this book is a reliable companion.

Add Point-Set Topology by Rafael López to your library today — a concise, authoritative resource that builds the foundations you need to confidently explore higher-level mathematics.

Note: eBooks do not include supplementary materials such as CDs, access codes, etc.