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Publication : duke mathematical journal Subject : 0103 physical sciences Subject : class (set theory) Subject : mathematics Subject : media_common.quotation_subject Subject : pure mathematics Filter by : Subject

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Academic Journal

Hecke operators and analytic Langlands correspondence for curves over local fields

Authors : Etingof, Pavel; Frenkel, Edward; Kazhdan, David

Subjects: Mathematical Physics; Numerical and Computational Mathematics; Pure Mathematics

Source: Duke Mathematical Journal. 172(11)

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Academic Journal

Integral and rational mapping classes

Authors : Manin, Fedor; Weinberger, Shmuel

Subjects: Pure Mathematics; Mathematical Sciences; math.AT

Source: Duke Mathematical Journal. 169(10)

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Academic Journal

Cluster varieties from Legendrian knots

Authors : Shende, Vivek; Treumann, David; Williams, Harold

Subjects: Pure Mathematics; Mathematical Sciences; General Mathematics

Source: Duke Mathematical Journal. 168(15)

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Academic Journal

INTEGRAL AND RATIONAL MAPPING CLASSES

Authors : Manin, Fedor; Weinberger, Shmuel

Subjects: math.AT; math.DG; 55P62

Source: DUKE MATHEMATICAL JOURNAL. 169(10)

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Academic Journal

Matrix factorization of Morse-Bott functions

Authors : Teleman, C

Subjects: math.AG; 14J10; 53D55

Source: Duke Mathematical Journal. 169(3)

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Academic Journal

Matrix factorization of Morse–Bott functions

Authors : Teleman, Constantin

Subjects: math.AG; 14J10; 53D55

Source: Duke Mathematical Journal. 169(3)

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Academic Journal

Hodge theory of classifying stacks

Authors : Totaro, Burt

Subjects: Mathematical Physics; Pure Mathematics; Mathematical Sciences

Source: Duke Mathematical Journal. 167(8)

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Academic Journal

Cluster varieties from legendrian knots

Authors : Shende, V; Treumann, D; Williams, H

Subjects: Pure Mathematics; General Mathematics

Source: Duke Mathematical Journal. 168(15)

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Academic Journal

Conserved energies for the cubic nonlinear Schrödinger equation in one dimension

Authors : Koch, Herbert; Tataru, Daniel

Subjects: math.AP; 35Q55; 37K10

Source: Duke Mathematical Journal. 167(17)

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Academic Journal

Conserved energies for the cubic nonlinear Schrödinger equation in one dimension

Authors : Koch, H; Tataru, D

Subjects: math.AP; 35Q55; 37K10

Source: Duke Mathematical Journal. 167(17)

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