Simons- Workshop - Supersymmetric field theories and their mathematical implications
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Title: Branes and Representations
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Title: Geometric Langlands Correspondence and 4D Gauge Theory
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Title: A- and B-model Branes and D-modules
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Title: N=4 Gauge Theory in 4 Dimensions, Hitchen Spaces, S-duality
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Title: “Donaldson Polynomials and Seiberg-Witten Invariants from a Physical Perspective, Part IV”
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Title: “Donaldson Polynomials and Seiberg-Witten Invariants from a Physical Perspective, Part III”
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Title: “Donaldson Polynomials and Seiberg-Witten Invariants from a Physical Perspective, Part II”
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Title: “Donaldson Polynomials and Seiberg-Witten Invariants from a Physical Perspective, Part I”
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Title: Seiberg-Witten Theory
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Title: Topological and Smooth Manifolds, Part II
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Title: Topological and Smooth Manifolds, Part I
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Title: Dynamics of Quantum Field Theory
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Title: Abelian Duality
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Title: N=2 Supersymmetric Yang-Mills Theory
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Title: Topological Twisting and Sigma-models, Part II
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Title: Topological Twisting and Sigma-models, Part I
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Title: Supersymmetric Lagrangians and Classical Field Theories, Part II
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Title: Supersymmetric Lagrangians and Classical Field Theories, Part I
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Title: The Super-Poincaré Group and its Representations, Part II
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Title: The super-Poincaré Group and its Representations, Part I
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