New Mathematical Monographs(共16册),这套丛书还有 《Entropy in Dynamical Systems》《Harmonic Measure (New Mathematical Monographs)》《Global Homotopy Theory》《Symplectic Topology and Floer Homology, Vol 2》《Symplectic Topology and Floer Homology 2 Volume Hardback Set》等。 我来说两句 短评 ··· ...
Symplectic Topology and Floer Homology, Vol 2 作者:Yong Geun Oh 出版社:Cambridge University Press 副标题:Floer Homology and its Applications 出版年:2015 页数:446 丛书:New Mathematical Monographs ISBN:9781107109674 豆瓣评分 目前无人评价 写笔记 写书评 加入购书单 分享到 + 加入购书单...
Arnold announced several seminal and fruitful conjectures in symplectic topology. This chapter is devoted to his conjecture about fixed points of symplectic mappings which originates in questions of celestial mechanics dating back to the turn of the century. Reformulated dynamically, this conjecture gives...
Symplectic Topology And Floer Homology 正文语种 27892 纸质 无 内文方式 无 作者地区 无 出版社名称 Cambridge University Press 装帧类型 精装 进口书分类 科学/工业 语言 英文 图文详情 0 本店推荐 华研外语 英语b级考试真题 2025年6月大学英语三级b级历年真题试卷备考高等学校应用能力ab级复习资料题库教材单词词...
Sobhan Seyfaddini:Barcodes and C0 symplectic topology 01:03:24 Sobhan Seyfaddini:C^0 Limits of Hamiltonian Paths and Spectral Invariants 01:03:53 Sobhan Seyfaddini:Unlinked fixed points of Hamiltonian spectral invariants 01:07:46 Sobhan Seyfaddini:Periodic Floer homology与球上Hofer's met...
148 -- 1:03:24 App Sobhan Seyfaddini:Barcodes and C0 symplectic topology 121 -- 1:01:44 App Kenji Fukaya(深谷贤治):Equivariant Kuranishi Structures&Virtual Fundamental Chains 115 -- 1:11:13 App Bernd Siebert:Canonical wall structure(The Gross–Siebert program) 264 -- 48:06 App Igor ...
Some applications of this general machinery to the study of thetopology of Lagrangian embeddings in relation to symplectic topology and tomirror symmetry are also reviewed.doi:10.4171/022Yong-Geun OhKenji FukayaFukaya, K., and Oh, Y.-G. Floer homology in symplectic geometry and mirror symmetry....
McDuff and Salamon 《Introduction to Symplectic Topology》相比第1个要有难度，本身也很厚，500多页纸...
In mathematics, its applications include many key results in symplectic topology. It was also one of the main inspirations for the creation of Floer homology. In mathematical physics, it provides a natural context in which to define Gromov-Witten invariants and quantum cohomology, two important ...
The symplectic Floer homology HF_*(f) of a symplectomorphism f:S->S encodes data about the fixed points of f using counts of holomorphic cylinders in R x M... CC Andrew - 《Geometry & Topology》 被引量: 49发表: 2010年 S1-Equivariant Symplectic Homology and Linearized Contact Homology ...