In all cases he was addressing a mixed audience of mathematicians and physicists and the presentation had to be tailored accordingly. Throughout, Atiyah presented the mathematical material i... (展开全部) 喜欢读"Geometry of Yang-Mills Fields"的人也喜欢 ··· Topology of 4-Manifolds. (PMS-39...
另一方面,规范场的Yang-Mills泛函(能量),当且仅当时取到最小值,换言之,瞬子对应规范场的“基态”。 这也说明了离散量子数产生的一般机制:它们来自紧Lie群的表示。 上的Yang-Mills联络构成一个无穷维仿射空间,其上有规范群的作用。通常是一个无穷维参模空间。然而,注意到在规范变换下,作为Yang-Mills泛函极值点...
M. F. Atiyah. The Geometry of Yang-Mills Fields. Fermi Lectures. Scuola Normale, Pisa, 1979.M.F. Atiyah, The Geometry of Yang-Mills Fields, in: Fermi Lectures, Scuola Normale, Pisa, 1979.M. F. Atiyah, The Geometry of Yang-Mills Fields, Lezioni Fermiane: Scuola Normale Sup., Pisa,...
The Noncommutative Geometry ofYang–Mills Fields Inthis chapter we generalize the noncommutative description of Yang–Mills theoryto topologically non-trivial gauge configurations. WD Van Suijlekom - Springer, Cham 被引量: 0发表: 2025年 The noncommutative geometry of Yang-Mills fields We generalize to...
Weinberg and N.K. Stanton, General self-dual Yang-Mills solutions, Phys. Rev. D 18 (1978) 2013; M.F. Atiyah, Geometry of Yang-Mills fields, Scuola Normale Superiore, Pisa 1979; V.E. Korepin and S.L. Shatashvili, A three-instanton solution, Math. USSR Izvestiya 24 (1985) 307....
作者: Michael F. Atiyah 副标题: Publications of the Scuola Normale Superiore isbn: 9788876423031 书名: Geometry of Yang-Mills Fields 页数: 98 定价: USD 24.95 出版社: Edizioni della Normale 装帧: Paperback 出版年: 2007-07-01 > 去“Geometry of Yang-Mills Fields”的页面 ©...
The Geometrization of Physics byRichard S. Palais-University of California at Irvine,1981 The major goal of these notes is to develop an observation that not only can gauge fields of the Yang-Mills type be unified with the Einstein model of gravitation, but also that when this unification is...
标准猜想太难了。毕竟,即使限制到 上,由于存在Hodge猜想这个巨大的阻碍,我们同样无法得到一般性的结果。Deligne的目标要现实得多:继续Grothendieck未竟的工作,将 上已成熟的理论——即Lefschetz理论和Hodge理论——「移植」到一般域上。在Hodge理论方面,他的贡献是Hodge结构的一般理论1,以及混合Hodge结构的概念。另一方面...
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Yang–Mills Gauge Theory Characteristic Classes The Atiyah–Singer Index Theorem Index Theorem on Manifold with Boundary and on Open Infinite Manifold Family Index Theorem, Topological Properties of Quantum Gauge Theory Noncommutative Geometry, Quantum Group, and q-Deformation of Chern-Characters Readership...