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Kuranishi Structures and Virtual Fundamental Chains (Springer Monographs in Mathematics) (Paperback)
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1.Introduction.- 2.Notations and conventions.- 3.Kuranishi structure and good coordinate system.- 4.Fiber product of Kuranishi structures.- 5.Thickening of a Kuranishi structure.- 6.Multivalued perturbation.- 7.CF-perturbation and integration along the fiber (pushout).- 8.Stokes' formula.- 9.From good coordinate system to Kuranishi structure and back with CF-perturbations.- 10.Composition formula of smooth correspondences.- 11.Construction of good coordinate system.- 12.Construction of CF-perturbations.- 13.Construction of multivalued perturbations.- 14.Zero and one dimensional cases via multivalued perturbation.- 15.Introduction to Part 2.- 16.Linear K-system: Floer cohomology I: statement.- 17.Extension of Kuranishi structure and its perturbation from boundary to its neighborhood.- 18.Smoothing corners and composition of morphisms.- 19.Linear K-system: Floer cohomology II: proof.- 20.Linear K-system: Floer cohomology III: Morse case by multisection.- 21.Tree-like K-system: A1 structure I: statement.- 22.Tree-like K-system: A1 structure II: proof.- 23. Orbifold and orbibundle by local coordinate.- 24.Covering space of effective orbifold and K-space.- 25.Admissible Kuranishi structure.- 26.Stratified submersion to a manifold with corners.- 27.Local system and smooth correspondence in de Rham theory with twisted coefficients.- 28.Composition of KG and GG embeddings: Proof of Lemma 3.34.- 29.Global quotient and orbifold.