Originating in mathematical physics, homological mirror symmetry reveals deep connections between different areas of geometry and algebra. This book, which is aimed at graduate students, offers a self-contained and accessible introduction to the subject from the perspective of representation theory of algebras and quivers.
Originating in mathematical physics, homological mirror symmetry reveals deep connections between different areas of geometry and algebra. This book, which is aimed at graduate students, offers a self-contained and accessible introduction to the subject from the perspective of representation theory of algebras and quivers.
Raf Bocklandt is Lecturer in Mathematics at the University of Amsterdam.
Inhaltsangabe
Part I. To A¿ and Beyond: 1. Categories 2. Cohomology 3. Higher products 4. Quivers Part II. A Glance through the Mirror: 5. Motivation from physics 6. The A-side 7. The B-side 8. Mirror symmetry Part III. Reflections on Surfaces: 9. Gluing 10. Grading 11. Stabilizing 12. Deforming References Index.
Part I. To A¿ and Beyond: 1. Categories 2. Cohomology 3. Higher products 4. Quivers Part II. A Glance through the Mirror: 5. Motivation from physics 6. The A-side 7. The B-side 8. Mirror symmetry Part III. Reflections on Surfaces: 9. Gluing 10. Grading 11. Stabilizing 12. Deforming References Index.
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