京东 11.11 红包
Ciprian Manolescu：拓扑量子场论TQFT&Witten-Reshetikhin-Turaev&数学规范理论&低维拓扑&纽结理论&Floer同调2
发布人
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Ciprian Manolescu：Khovanov Homology and Skein Lasagna Modules
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Ciprian Manolescu：什么是Floer homotopy类型？
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Radmila Sazdanović：Khovanov Homology and Categorifcation 01
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Tomasz Mrowka：Floer homology——3.1
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Radmila Sazdanović：Khovanov Homology and Categorifcation 02
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Aliakbar Daemi (WUSTL)：Lagrangians, SO(3)-instantons and the Atiyah-Floer猜想
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Tomasz Mrowka：Floer homology——1.2
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Andriy Haydys：Introduction to Gauge Theory（数学规范理论导论）——3.2
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Jake Rasmussen：Introduction to Knot Theory——4.3
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Christopher Scaduto：Equivariant singular瞬子同调, IV: Further applications
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Andriy Haydys：Introduction to Gauge Theory（数学规范理论导论）——4.2
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Aliakbar Daemi：Equivariant Singular瞬子同调, I: Applications to 4D clasp number
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Tomasz Mrowka：Floer homology——4.2
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Tomasz Mrowka：Floer homology——2.2
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Jake Rasmussen：Introduction to Knot Theory——4.1
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Jake Rasmussen：Introduction to Knot Theory——2.1
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Jake Rasmussen：Introduction to Knot Theory——2.3
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Andriy Haydys：Introduction to Gauge Theory（数学规范理论导论）——1.3
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Aliakbar Daemi：Equivariant singular瞬子同调, III: Singular Froyshov不变量和Gamma不变量
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Andriy Haydys：Introduction to Gauge Theory（数学规范理论导论）——1.2
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Andriy Haydys：Introduction to Gauge Theory（数学规范理论导论）——3.1
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Jake Rasmussen：Introduction to Knot Theory——2.2
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Andriy Haydys：Introduction to Gauge Theory（数学规范理论导论）——4.1
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Lisa Piccirillo：Exotic Phenomena in dimension 4
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Tomasz Mrowka：Floer homology——4.3
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Tomasz Mrowka：Floer homology——2.1
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Kenji Fukaya（深谷贤治）：开闭Gromov-Witten理论及其在辛拓扑中的应用
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Ciprian Manolescu：A knot Floer stable homotopy type
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Tomasz Mrowka：Floer homology——4.1
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Christopher Scaduto：Equivariant singular瞬子同调, II: Intro to constructions
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Tobias Ekholm：colored HOMFLY polynomial的高亏格纽结切触同调和recursion
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Jake Rasmussen：Introduction to Knot Theory——3.2
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Tomasz Mrowka：Floer homology——3.2
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Jake Rasmussen：Introduction to Knot Theory——4.2
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Kenji Fukaya（深谷贤治）：divisor complement的拉格朗日Floer理论和规范理论
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Jake Rasmussen：Introduction to Knot Theory——3.1
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Jennifer Hom：Heegaard Floer homology——4.2
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Vivek Shende：Skeins on branes
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Vishnu Mangalath：Stucture of Yang-Mills equations
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Vishnu Mangalath：Uhlenbeck Compactness