文档介绍：Oxford Lecture Series in
Mathematics and its Applications 27
Series editors
John Ball Dominic Welsh
OXFORD LECTURE SERIES
IN MATHEMATICS AND ITS APPLICATIONS
1. J. C. Baez (ed.): Knots and quantum gravity
2. I. Fonseca and W. Gangbo: Degree theory in analysis and applications
3. P.-L. Lions: Mathematical topics in fluid mechanics, Vol. 1: pressible
models
4. J. E. Beasley (ed.): Advances in linear and integer programming
5. L. W. Beineke and R. J. Wilson (eds): Graph connections: Relationships between
graph theory and other areas of mathematics
6. I. Anderson: Combinatorial designs and tournaments
7. G. David and S. W. Semmes: Fractured fractals and broken dreams
8. Oliver Pretzel: Codes and algebraic curves
9. M. Karpinski and W. Rytter: Fast parallel algorithms for graph matching
problems
10. P.-L. Lions: Mathematical topics in fluid mechanics, Vol. 2: Compressible models
11. W. T. Tutte: Graph theory as I have known it
12. Andrea Braides and Anneliese Defranceschi: Homogenization of multiple integrals
13. Thierry Cazenave and Alain Haraux: An introduction to semilinear evolution
equations
14. J. Y. Chemin: Perfect pressible fluids
15. Giuseppe Buttazzo, Mariano Giaquinta and Stefan Hildebrandt: One-dimensional
variational problems: an introduction
16. Alexander I. Bobenko and Ruedi Seiler: Discrete integrable geometry and physics
17. Doina Cioranescu and Patrizia Donato: An introduction to homogenization
18. E. J. Janse van Rensburg: The statistical mechanics of interacting walks,
polygons, animals and vesicles
19. S. Kuksin: Hamiltonian partial differential equations
20. Alberto Bressan: Hyperbolic systems of conservation laws: the one-dimensional
Cauchy problem
21. B. Perthame: ic formulation of conservation laws
22. A. Braides: Gamma-convergence for beginners
23. Robert Leese and Stephen Hurley: Methods and algorithms for radio channel
assignment
24. Charles Semple and Mike Steel: ics
25. Luigi Ambrosio and