₹999
₹2,099
52% OffHurry Up, Shop Now!
0H:0M:0S
Final Price inclusive of all taxes
Cash on Delivery
Free Delivery
Get it delivered in 3-6 days
size
2.54 x 17.78 x 22.61 cm
Product Information
Ideal For
General Readers, Fiction Lovers, Mythology & Historical Fiction Readers, Indian Mythology Enthusiasts, Young Adults (YA) & Adults, College Students, Competitive Exam Aspirants (General Reading / Culture), Gift Purpose (Books Gift Set), Spiritual & Philosophy Interest Readers, Library / Book Collection Buyers
Country Of Origin
India
About Author
James R. Munkres Was An American Mathematician Best Known For His Influential Textbooks In Topology, Which Have Educated Generations Of Students Worldwide. He Was Born In 1930 And Spent Much Of His Academic Career At Massachusetts Institute Of Technology (Mit), Where He Served As A Professor Of Mathematics. Munkres Specialized In Topology, A Field Concerned With The Properties Of Space That Remain Unchanged Under Continuous Transformations.
Author Name
James R. Munkres
Genre
Science & Mathematics
No Of Pages
560
Publisher
Penguin Random House
Product Description
- Premium Quality: Topology, 2nd Edition is designed to provide instructors with a convenient single text resource for bridging between general and algebraic topology courses.
- Product Design: The book comprises two separate, distinct sections - one on general, point set topology and the other on algebraic topology - each suitable for a one-semester course and based around the same set of basic core topics.
- User Experience: Optional, independent topics and applications can be studied and developed in depth depending on course needs and preferences, offering flexibility for both instructors and self-study learners.
- Versatile Occasion: Authored by James R. Munkres of MIT, whose textbooks have educated generations of students worldwide, this 560-page paperback edition is suited to undergraduate and graduate mathematics students alike.
- Quality Assurance: Munkres specialized in topology, a field concerned with the properties of space that remain unchanged under continuous transformations, and his rigorous yet accessible approach has made this title a standard reference in the discipline.
- Lifestyle Essential: A foundational and enduring text in the study of mathematics, this edition remains an essential resource for any serious student or educator engaged with topology at the university level.