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Itenberg, Ilia

Perspectives in Analysis, Geometry, and Topology

Itenberg, Ilia - Perspectives in Analysis, Geometry, and Topology, ebook

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ISBN: 9780817682774
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Table of contents

1. Exotic Structures on Smooth Four-Manifolds
Selman Akbulut

2. Rational Linking and Contact Geometry
Kenneth Baker, John Etnyre

3. Regularity of Plurisubharmonic Upper Envelopes in Big Cohomology Classes
Robert Berman, Jean-Pierre Demailly

4. Toward a Generalized Shapiro and Shapiro Conjecture
Alex Degtyarev

5. On the Number of Components of a Complete Intersection of Real Quadrics
Alex Degtyarev, Ilia Itenberg, Viatcheslav Kharlamov

6. Rational SFT, Linearized Legendrian Contact Homology, and Lagrangian Floer Cohomology
Tobias Ekholm

7. Topology of Spaces of S-Immersions
Yakov Eliashberg, Nikolai Mishachev

8. On Continuity of Quasimorphisms for Symplectic Maps
Michael Entov, Leonid Polterovich, Pierre Py, Michael Khanevsky

9. On Symplectic Caps
David T. Gay, András I. Stipsicz

10. Cauchy–Pompeiu-Type Formulas for partial on Affine Algebraic Riemann Surfaces and Some Applications
Gennadi M. Henkin

11. Remarks on Khovanov Homology and the Potts Model
Louis H. Kauffman

12. Algebraic Equations and Convex Bodies
Kiumars Kaveh, Askold Khovanskii

13. Floer Homology on the Extended Moduli Space
Ciprian Manolescu, Christopher Woodward

14. Projective Algebraicity of Minimal Compactifications of Complex-Hyperbolic Space Forms of Finite Volume
Ngaiming Mok

15. Some Examples of Real Algebraic and Real Pseudoholomorphic Curves
Stepan Yu. Orevkov

16. Schur–Weyl-Type Duality for Quantized gl(1|1), the Burau Representation of Braid Groups, and Invariants of Tangled Graphs
Nicolai Reshetikhin, Catharina Stroppel, Ben Webster

17. Khovanov Homology Theories and Their Applications
Alexander Shumakovitch

18. Tropical and Algebraic Curves with Multiple Points
Eugenii Shustin

Keywords: Mathematics, Geometry, Global Analysis and Analysis on Manifolds, Topology, Analysis

Author(s)
 
 
Publisher
Springer
Publication year
2012
Language
en
Edition
1
Series
Progress in Mathematics
Page amount
31 pages
Category
Natural Sciences
Format
Ebook
eISBN (PDF)
9780817682774

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