₹3,949
₹8,299
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
15.24 x 0.38 x 22.86 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
Walter Rudin Was A Highly Influential Austrian-American Mathematician, Best Known For His Elegant Writing And Classic Textbooks In Mathematical Analysis. He Was Born In 1921 In Austria And Later Moved To The United States, Where He Built A Distinguished Academic Career.
Author Name
Walter Rudin
Genre
Science & Mathematics
No Of Pages
352
Publisher
Cambridge University Press
Product Description
- Premium Quality: The third edition of this well-known text continues to provide a solid foundation in mathematical analysis for undergraduate and first-year graduate students.
- Product Design: The text begins with a discussion of the real number system as a complete ordered field, with Dedekind's construction now treated in an appendix to Chapter I.
- User Experience: The topological background needed for the development of convergence, continuity, differentiation and integration is provided in Chapter 2, ensuring a logical and thorough progression through the subject.
- Versatile Occasion: There is a new section on the gamma function, and many new and interesting exercises are included, making this edition valuable for both classroom use and independent study.
- Quality Assurance: This text is part of the Walter Rudin Student Series in Advanced Mathematics, a series long regarded as a benchmark of rigour and clarity in mathematical education.
- Lifestyle Essential: An indispensable resource for mathematics students, educators, and anyone pursuing a rigorous understanding of real and complex analysis at the undergraduate or graduate level.