Marco Grandis is Professor in the Department of Mathematics at the University of Genoa, Italy.
Inhaltsangabe
Introduction Part I. First Order Directed Homotopy and Homology: 1. Directed structures and first order homotopy properties 2. Directed homology and noncommutative geometry 3. Modelling the fundamental category Part II. Higher Directed Homotopy Theory: 4. Settings for higher order homotopy 5. Categories of functors and algebras, relative settings 6. Elements of weighted algebraic topology Appendix A. Some points of category theory References Index of symbols General index.
Introduction Part I. First Order Directed Homotopy and Homology: 1. Directed structures and first order homotopy properties 2. Directed homology and noncommutative geometry 3. Modelling the fundamental category Part II. Higher Directed Homotopy Theory: 4. Settings for higher order homotopy 5. Categories of functors and algebras, relative settings 6. Elements of weighted algebraic topology Appendix A. Some points of category theory References Index of symbols General index.
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