Transgression Forms and Kähler Geometry
(Gang Tian / Princeton University)
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Confirming Prejudices and Encountering Surprises in the Study of the AdS/CFT Correspondence
(Eliezer Rabinovici / The Hebrew University of Jerusalem)
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Gauge Theory, Langlands Duality and Mirror Symmetry
(Constantin Teleman / University of California )
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Deformations of Quantum Field Theories
(Graeme Segal / University of Cambridge)
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Wigner’s Gruppenpest, Twisted K-theory, and Gapped Topological Insulators
(Dan Freed / University of Texas at Austin)
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Conifold Transitions, M-theory, and Special Divisors on Riemann Surfaces
(Dave Morrison)
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Superconformal Theories in Three Dimensions with (almost) Maximal Supersymmetry
(Anton Kapustin / Moscow State University)
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Seiberg-Witten Geometry of N=2 Superconformal Theories, and ADE Bundles on Curves
(Nikita Nekrasov / Harvard University)
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The Index Vertex
(Andrei Okounkov / Columbia University )
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The Symplectic Topology of Stein Manifolds
(Mohammed Abouzaid / MIT )
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String Theory, the Real World, and the Prediction of the Higgs Boson Mass
(Gordon Kane / University of Michigan)
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Representation Theory and Gauge Theory
(David Ben-Zvi / University of Texas, Austin)
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Quantum Instability of the de Sitter Space
(Alexander Polyakov / Princeton University)
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Introduction to Heegaard-Floer Homology and its Topological Applications
(Peter Ozsvath / Princeton University)
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The Many Facets of Integrability in Gauge Theory
(Nikita Nekrasov / Harvard University)
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Mathematics and Physics of Calogero-Moser Systems
(Alexander Veselov / Loughborough University)
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From Quantum Mechanics to Symplectic Topology and Back
(Leonid Polterovich / Tel Aviv University)
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On a Hamiltonian Description of a Fluid With Hall Viscosity
(Alexander Abanov / Stony Brook University )
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Baxter’s Operators, Boundary States, ODE/CFT and Beyond
(Alexander Zamolodchikov / Rutgers University)
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AGT Conjecture
(Hiraku Nakajima / Kyoto University)
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Examples of the Hamiltonian Structures and Their Quantum Counterparts From The Theory of Integrable Models
(Ludwig Faddeev / Steklov Institute of Mathematics)
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Topology, Quantum Anomalies, and Non-dissipative Transport
(Dmitri Kharzeev / Stony Brook University)
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DAHA Approach in the Refined Chern-Simons Theory and the BPS Theory of Invariants of Torus Knots
(Ivan Cherednik / University of North Carolina at Chapel Hill)
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