Advances in Linear Logic
by Edited by Jean-Yves Girard , Yves Lafont , Laurent RegnierBuy New
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Summary
Table of Contents
| Linear logic: its syntax and semantics J. Y. Girard | |
| Part I. Categories and Semantics: 1. Bilinear logic in algebra and linguistics J. Lambek | |
| 2. A category arising in linear logic, complexity theory and set theory A. Blass | |
| 3. Hypercoherences: a strongly stable model of linear logic T. Erhard | |
| Part II. Complexity and Expressivity: 4. Deciding provability of linear logic formulas P. D. Lincoln | |
| 5. The direct simulation of Minsky machines in linear logic M. I. Kanovich | |
| 6. Stochastic interaction and linear logic P. D. Lincoln, J. Mitchell and A. Scedrov | |
| 7. Inheritance with exceptions C. Fouqueré | |
| and J. Vauzeilles | |
| Part III. Proof Theory: 8. On the fine structure of the exponential rule S. Martini and A. Masini | |
| 9. Sequent calculi for second order logic V. Danos, J. B. Joinet and H. Schellinx | |
| Part IV. Proff Nets: 10. From proof nets to interaction nets Y. Lafont | |
| 11. Empires and kingdoms in MLL G. Bellin and J. Van De Wiele | |
| 12. Noncommutative proof nets V. M. Abrusci | |
| 13. Volume of multiplicative formulas and provability F. Metayer | |
| Part V. Geometry of Interaction: 14. Proof nets and Hilbert space V. Danos and L. Regnier | |
| 15. Geometry of interacion III: accomodating the additives J. Y. Girard. |
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