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1
Intro
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Work with JAN MANSCHOT
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Closely related to previous work of
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Four-Manifolds We Consider
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Almost Complex Structure
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N=2* SYM
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Topological Twisting
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Preliminary: Spin -structure - 1/3
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Topologically Twisted Partition Functio
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Math Definition of Partition Function
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Index Computations
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Symmetry
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co Limits Of Instanton Contribution
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Relation To Vafa-Witten Equations-5
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Coulomb Branch Integral
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Coulomb Branch Measure
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Maxwell Partition Function
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Maxwell Coupling To Suv
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Implication For Class S
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The Integral Is a Mock Modular Form
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Possible Topological Couplings An
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Determination Of Effective Action
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Basic Principle
Description:
Explore the intricacies of N=2* SU(2) Supersymmetric Yang-Mills Theory and its connection to four-manifold invariants in this high-energy theory seminar. Delve into topics such as almost complex structures, topological twisting, spin structures, and partition functions. Examine the relation to Vafa-Witten equations, Coulomb branch integrals, and Maxwell partition functions. Investigate mock modular forms, topological couplings, and the determination of effective action. Gain insights from speaker Gregory Moore of Rutgers University as he presents his work in collaboration with Jan Manschot, building upon previous research in the field.

N=2* SU(2) Supersymmetric Yang-Mills Theory and Four-Manifold Invariants - Gregory Moore

Institute for Advanced Study
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