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Tables of Contents for Computer Algebra and Differential Equations
Chapter/Section Title
Page #
Page Count
1. Motivation and introduction to the theory of D-modules B. Malgrange
2. D-modules, an overview towards effectivity Ph. Maisonobe
3. Introduction to the Ecalle theory E. Delabaere
4. Perturbation analysis of linear systems K. R. Meyer
5. Normal forms of differential systems J. Della Dora and L. Stolovitch
6. Versal normal form computation and representation theory J. A. Sanders
7. Painlevé
analysis and normal forms L. Brenig and A. Goriely
8. Normal forms and Stokes multipliers of nonlinear meromorphic differential equations Y. Sibuya.