000			02151nam a22002417a 4500
005			20250911174900.0
008			250911b |||||||| |||| 00| 0 eng d
020			_a9789349830639
041			_aeng
082			_a514 _bPRA
100			_aPrabhakar, Madeti _922880
245	1	0	_aIntroduction to Topology: _bA first course/ _cby Madeti Prabhakar
260			_aNew Delhi: _bAne Publisher & Distributors LLP, _c2026.
300			_axii, 284p.
500			_aIncludes index.
520			_aThis book is an ideal resource for students embarking on their first course in topology, particularly those pursuing an M.Sc. in Mathematics. The author, drawing upon extensive experience teaching topology for many years, has meticulously crafted the content to address common questions and clarify typical doubts students encounter. Key Features • Student-Centric Approach: The explanations of proofs and examples are directly informed by the real-world questions and uncertainties observed in the classroom. This ensures the material directly tackles the conceptual hurdles students often face. • Accessible Examples: Unlike texts that might overwhelm with overly complex scenarios, this book focuses on simple, illustrative examples. This approach prioritizes understanding fundamental concepts over grappling with intricate details, making the subject more approachable for beginners. • Appropriate Level of Detail: The content is carefully curated to be sufficient for a typical M.Sc. Mathematics student without delving into overly advanced or specialized topics. This focused scope helps students build a strong foundational understanding of topology without being intimidated by extraneous material. In essence, this book acts as a patient and insightful guide, anticipating student difficulties and providing clear, concise, and relevant explanations that foster a solid grasp of topological principles.
650	0	0	_aTopological spaces _922881
650	0	0	_aShape theory (Topology) _922882
650	0	0	_aTopological semigroups _922883
650	0	0	_aTopological fields _922884
650	0	0	_aCompact spaces Topology _922885
942			_cBK
999			_c31381 _d31381