Introductory Set Topology By SM Yahya

Publisher: MATHEMATICS

Availability: In Stock
SKU: 02364
Number of Pages: 384

Rs.225.00

Rs.300.00

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Description
Reviews

Description

This book, "Introductory Set Topology" by SM Yahya, serves as a comprehensive guide to the fundamental concepts and principles of set topology. It is designed to introduce readers to the basic structures, theorems, and applications of topology, making it suitable for both students and professionals in mathematics. The book covers various topics including open and closed sets, continuity, compactness, and connectedness, providing a solid foundation for further studies in topology and related fields.

Key Points

Basic Definitions and Concepts The book begins with the fundamental definitions of sets, subsets, and functions, laying the groundwork for understanding more complex topological concepts.
Open and Closed Sets It elaborates on the definitions and properties of open and closed sets, which are central to the study of topology.
Basis for a Topology The text explains the concept of a basis for a topology and how different bases can generate the same topological structure.
Continuity Detailed discussion on the concept of continuity in topological spaces, including the criteria for continuous functions and examples.
Compactness The book covers the notion of compactness, its significance, and various characterizations and examples of compact spaces.
Connectedness It explores the concept of connectedness, explaining connected and disconnected spaces and their properties.
Product Topology Introduction to product topology, illustrating how the topology on a product space is defined and its applications.
Quotient Topology Discussion on quotient topology, including the construction of quotient spaces and their properties.
Metric Spaces The text delves into metric spaces, discussing how metrics induce topologies and the relationship between metric and topological spaces.
Applications of Topology The final sections highlight various applications of topology in different areas of mathematics and science, demonstrating the practical utility of topological concepts.

In conclusion, "Introductory Set Topology" by SM Yahya is an essential resource for anyone looking to gain a thorough understanding of set topology. The book’s structured approach, clear explanations, and numerous examples make complex topics accessible and engaging, ensuring that readers can build a strong foundational knowledge of topology.

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