Foundations of higher dimensional category theory for graduate students and researchers in mathematics and mathematical physics.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Part I. Background: 1. Classical categorical structures 2. Classical operads and multicategories 3. Notions of monoidal category Part II. Operads. 4. Generalized operads and multicategories: basics 5. Example: fc-multicategories 6. Generalized operads and multicategories: further theory 7. Opetopes Part III. n-categories: 8. Globular operads 9. A definition of weak n-category 10. Other definitions of weak n-category Appendices: A. Symmetric structures B. Coherence for monoidal categories C. Special Cartesian monads D. Free multicategories E. Definitions of trees F. Free strict n-categories G. Initial operad-with-contraction.
Part I. Background: 1. Classical categorical structures 2. Classical operads and multicategories 3. Notions of monoidal category Part II. Operads. 4. Generalized operads and multicategories: basics 5. Example: fc-multicategories 6. Generalized operads and multicategories: further theory 7. Opetopes Part III. n-categories: 8. Globular operads 9. A definition of weak n-category 10. Other definitions of weak n-category Appendices: A. Symmetric structures B. Coherence for monoidal categories C. Special Cartesian monads D. Free multicategories E. Definitions of trees F. Free strict n-categories G. Initial operad-with-contraction.
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