Title
Topology Now! (Classroom Resource Material),Used
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Topology Is A Branch Of Mathematics Packed With Intriguing Concepts, Fascinating Geometrical Objects, And Ingenious Methods For Studying Them. The Authors Have Written This Textbook To Make The Material Accessible To Undergraduate Students Without Requiring Extensive Prerequisites In Upperlevel Mathematics. The Approach Is To Cultivate The Intuitive Ideas Of Continuity, Convergence, And Connectedness So Students Can Quickly Delve Into Knot Theory, The Topology Of Surfaces And Threedimensional Manifolds, Fixed Points And Elementary Homotopy Theory. The Fundamental Concepts Of Pointset Topology Appear At The End Of The Book When Students Can See How This Level Of Abstraction Provides A Sound Logical Basis For The Geometrical Ideas That Have Come Before. This Organization Exposes Students To The Exciting World Of Topology Now(!) Rather Than Later. Students Using This Textbook Should Have Some Exposure To The Geometry Of Objects In Higherdimensional Euclidean Spaces Together With An Appreciation Of Precise Mathematical Definitions And Proofs.
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- Q: What is the size of the book 'Topology Now!'? A: The book measures seven point two inches in length, zero point seventy-one inches in width, and ten point twenty-eight inches in height.
- Q: How many pages does 'Topology Now!' have? A: This textbook contains two hundred forty pages, providing an extensive overview of topology concepts.
- Q: What type of binding does 'Topology Now!' have? A: The book is bound in hardcover, offering durability and a professional presentation.
- Q: What topics does 'Topology Now!' cover? A: This textbook covers essential topics in topology including knot theory, surfaces, three-dimensional manifolds, and elementary homotopy theory.
- Q: Who is the author of 'Topology Now!'? A: The book is authored by Robert Messer, who aims to make topology accessible to undergraduate students.
- Q: What is the target audience for 'Topology Now!'? A: This textbook is designed for undergraduate students with some prior exposure to geometry and mathematical definitions.
- Q: Is 'Topology Now!' suitable for beginners? A: Yes, the book is written to be accessible for beginners, requiring only a basic understanding of geometry.
- Q: How can I use 'Topology Now!' effectively? A: Students can use this textbook to explore foundational concepts in topology, progressing through intuitive ideas to more abstract notions.
- Q: What prerequisites are needed for 'Topology Now!'? A: Students should have some exposure to higher-dimensional Euclidean geometry and an appreciation for mathematical proofs.
- Q: How should I care for my copy of 'Topology Now!'? A: To keep the book in good condition, store it in a cool, dry place and avoid exposing it to extreme temperatures.
- Q: Is 'Topology Now!' a used book? A: Yes, this listing describes a used book in good condition, indicating it may show some signs of wear.
- Q: Can I return 'Topology Now!' if I’m not satisfied? A: Return policies may vary, so check the seller's terms for information on returns and refunds.
- Q: What if my copy of 'Topology Now!' arrives damaged? A: If the book arrives damaged, contact the seller immediately to address the issue and inquire about replacements.
- Q: How does 'Topology Now!' compare to other topology textbooks? A: Unlike many textbooks, 'Topology Now!' emphasizes intuitive concepts, making it more accessible for undergraduates.
- Q: Is 'Topology Now!' suitable for self-study? A: Yes, it is well-suited for self-study, providing clear explanations and a logical progression through topology topics.
- Q: What features make 'Topology Now!' a good choice for students? A: The book's clear approach, engaging content, and solid structure make it an excellent resource for students new to topology.