This easy-to-cite handbook gives the first systematic treatment of the (co)end calculus, a powerful tool for clarifying and simplifying many results in category theory that may then be exported to diverse mathematical fields. It is suitable as a reference for category theorists and users of category theory alike.
This easy-to-cite handbook gives the first systematic treatment of the (co)end calculus, a powerful tool for clarifying and simplifying many results in category theory that may then be exported to diverse mathematical fields. It is suitable as a reference for category theorists and users of category theory alike.
Fosco Loregian is a postdoctoral researcher at Tallinn University of Technology, Estonia. His research is mainly focused on category theory and its applications in algebra, geometry and logic.
Inhaltsangabe
Preface 1. Dinaturality and (co)ends 2. Yoneda and Kan 3. Nerves and realisations 4. Weighted (co)limits 5. Profunctors 6. Operads 7. Higher dimensional (co)ends Appendix A. Review of category theory Appendix B References Index.
Preface 1. Dinaturality and (co)ends 2. Yoneda and Kan 3. Nerves and realisations 4. Weighted (co)limits 5. Profunctors 6. Operads 7. Higher dimensional (co)ends Appendix A. Review of category theory Appendix B References Index.
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