
| Preface Introduction I Methods 1 Preliminaries 2 Derivations and polynomial automorphisms 3 Invertibility criteria and inversion formulae 4 Injective morphisms 5 The tame automorphism group of a polynomial ring 6 Stabilization Methods 7 Polynomial maps with nilpotent Jacobian II Applications 8 Applications of polynomial mappings to dynamical systems 9 Group actions 10 The Jacobian Conjecture III Appendices A Some commutative algebra B Some basic results from algebraic geometry C Some results from Grobner basis theory D Flatness E D-Modules F Special examples and counterexamples Bibliography Authors Index Index |
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