Introduction to the h-principle | WorldCat.org

pt. 1. Holonomic Approximation

Ch. 1. Jets and Holonomy

Ch. 2. Thom Transversality Theorem

Ch. 3. Holonomic Approximation

Ch. 4. Applications

pt. 2. Differential Relations and Gromov's h-Principle

Ch. 5. Differential Relations

Ch. 6. Homotopy Principle

Ch. 7. Open Diff V-Invariant Differential Relations

Ch. 8. Applications to Closed Manifolds

pt. 3. The Homotopy Principle in Symplectic Geometry

Ch. 9. Symplectic and Contact Basics

Ch. 10. Symplectic and Contact Structures on Open Manifolds

Ch. 11. Symplectic and Contact Structures on Closed Manifolds

Ch. 12. Embeddings into Symplectic and Contact Manifolds

Ch. 13. Microflexibility and Holonomic R-Approximation

Ch. 14. First Applications of Microflexibility

Ch. 15. Microflexible [actual symbol not reproducible]-Invariant Differential Relations

Ch. 16. Further Applications to Symplectic Geometry

pt. 4. Convex Integration

Ch. 17. One-Dimensional Convex Integration

Ch. 18. Homotopy Principle for Ample Differential Relations

Ch. 19. Directed Immersions and Embeddings

Ch. 20. First Order Linear Differential Operators

Ch. 21. Nash-Kuiper Theorem