Title: Advances in algebraic geometry motivated by physics : AMS Special Session on Enumerative Geometry in Physics, April 1-2, 2000, University of Massachusetts, Lowell, Massachusetts
Abstract:Fundamental groups of line arrangements: Enumerative aspects by A. I. Suciu Enumerative or reality problems: Number of automorphisms of principally polarized abelian varieties by S. J. Kovacs Rational...Fundamental groups of line arrangements: Enumerative aspects by A. I. Suciu Enumerative or reality problems: Number of automorphisms of principally polarized abelian varieties by S. J. Kovacs Rational curves on Grassmannians: Systems theory, reality, and transversality by F. Sottile Variational and moduli problems: The formula $12 = 10 + 2\times 1$ and its generalizations: Counting rational curves on $\mathbf{F}_2$ by D. Abramovich and A. Bertram Stable maps and Hurwitz schemes in mixed characteristics by D. Abramovich and F. Oort On modular properties of odd theta-characteristics by L. Caporaso Asymptotic Hodge theory and quantum products by E. Cattani and J. Fernandez On rational curves in $n$-space with given normal bundle by H. Clemens A tool for stable reduction of curves on surfaces by R. Vakil Mirror symmetry and Gromov-Witten invariants: Virtual fundamental classes of zero loci by D. A. Cox, S. Katz, and Y.-P. Lee Gravitational descendants and the moduli space of higher spin curves by T. J. Jarvis, T. Kimura, and A. Vaintrob Homological mirror symmetry in dimension one by B. Kreussler The Hodge structure of semiample hypersurfaces and a generalization of the monomial-divisor mirror map by A. R. Mavlyutov Algebraic construction of Witten's top Chern class by A. Polishchuk and A. Vaintrob Symmetries of Gromov-Witten invariants by A. Postnikov Gauge theory techniques in quantum cohomology by S. Rosenberg and M. Vajiac Gromov-Witten invariants of flag manifolds and products of conjugacy classes by C. Woodward Appendix: The Lowell meeting by E. Previato.Read More
Publication Year: 2001
Publication Date: 2001-01-01
Language: en
Type: book
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