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Duke Mathematical Journal 2010: Vol 151 Index & Table of Contents PDF

2010·1.1 MB·English
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Preview Duke Mathematical Journal 2010: Vol 151 Index & Table of Contents

DUKE MATHEMATICAL JOURNAL INDEX TO VOLUME 151 BRENDLE, SIMON. Einstein manifolds with nonnegative isotropic curvature are locally symmetric DE SILVA, DANIELA, and OVIDIU SAVIN. Minimizers of convex functionals arising in random surfaces DICKENSTEIN, ALICIA, LAURA FELICIA MATUSEVICH, and EZRA MILLER. Binomial D-modules FUKAYA, KENJI, YONG-GEUN OH, HIROSHI OHTA, and KAORU ONO. Lagrangian Floer theory on compact toric manifolds, I . KENT, RICHARD PEABODY, IV. Skinning maps KRATTENTHALER, CHRISTIAN, and TANGUY RIVOAL. On the integrality of the Taylor coefficients of mirror maps LOEPER, GREGOIRE, and CEDRIC VILLANI. Regularity of optimal transport in curved geometry: The nonfocal case MATUSEVICH, LAURA FELICIA, EZRA MILLER, and ALICIA DICKENSTEIN. Binomial D-modules MILLER, EZRA, ALICIA DICKENSTEIN, and LAURA FELICIA MATUSEVICH. Binomial D-modules OH, YONG-GEUN, HIROSHI OHTA, KAORU ONO, and KENJI FUKAYA. Lagrangian Floer theory on compact toric manifolds, I . OHTA, HIROSHI, KAORU ONO, KENJI FUKAYA, and YONG-GEUN OH. Lagrangian Floer theory on compact toric manifolds, I . ONO, KAORU, KEN3I FUKAYA, YONG-GEUN OH, and HIROSHI OHTA. Lagrangian Floer theory on compact toric manifolds, I . RIVOAL, TANGUY, and CHRISTIAN KRATTENTHALER. On the integrality of the Taylor coefficients of mirror maps SAVIN, OVIDIU, and DANIELA DE SILVA. Minimizers of convex functionals arising in random surfaces . TOUZE, ANTOINE. Universal classes for algebraic groups TOUZE, ANTOINE, and WILBERD VAN DER KALLEN. Bifunctor cohomology and cohomological finite generation for reductive groups VAN DER KALLEN, WILBERD, and ANTOINE TOUZE. Bifunctor cohomology and cohomological finite generation for reductive groups VILLANI, CEDRIC, and GREGOIRE LOEPER. Regularity of optimal transport in curved geometry: The nonfocal case WENDL, CHRIS. Strongly fillable contact manifolds and J-holomorphic foliations .

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