Haynes RMiller
Lectures On Algebraic Topology
Lectures On Algebraic Topology
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Algebraic Topology and basic homotopy theory are essential for modern mathematics, and these lecture notes provide a comprehensive and engaging introduction to the subject. They are suitable for students with a variety of backgrounds and are accompanied by exercises.
\n Format: Paperback / softback
\n Length: 404 pages
\n Publication date: 07 October 2021
\n Publisher: World Scientific Publishing Co Pte Ltd
\n
Algebraic topology and fundamental homotopy theory are essential components of modern mathematics, providing a solid foundation for various branches of the field. These comprehensive lecture notes, compiled over numerous years of teaching a two-semester course at MIT, serve as a culmination of knowledge and expertise. The notes adopt an engaging and accessible style, making them suitable for students with diverse backgrounds. Each lecture is accompanied by detailed exercises, designed to reinforce the concepts discussed. The course begins with a gradual pace, allowing students to build a strong foundation, while gradually increasing the complexity to ensure a comprehensive understanding of classical homotopy theory. By the end of the course, students will possess a solid command of the fundamental techniques and concepts of this important branch of mathematics.
Algebraic topology and fundamental homotopy theory are essential components of modern mathematics, providing a solid foundation for various branches of the field. These comprehensive lecture notes, compiled over numerous years of teaching a two-semester course at MIT, serve as a culmination of knowledge and expertise. The notes adopt an engaging and accessible style, making them suitable for students with diverse backgrounds. Each lecture is accompanied by detailed exercises, designed to reinforce the concepts discussed. The course begins with a gradual pace, allowing students to build a strong foundation, while gradually increasing the complexity to ensure a comprehensive understanding of classical homotopy theory. By the end of the course, students will possess a solid command of the fundamental techniques and concepts of this important branch of mathematics.
\n Weight: 592g\n
Dimension: 155 x 229 x 28 (mm)\n
ISBN-13: 9789811232855\n \n
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