M.J. Gotay, in Symplectic Geometry and Mathematical Physics, eds. P. Do- nato, C. Duval, e.a., Boston: Birkh¨auser, 1991, p. 160.Roger, C.: Algèbres de Lie graduées et quantification. In: Symplectic geometry and mathematical physics (Aix-en-Provence, 1990) , Volume 99 of ...
Symplectic geometry, a branch of differential geometry, has emerged as a powerful tool in mathematical physics and various areas of pure math-ematics. It deals with symplectic manifolds, which are geometric spaces equipped with a non-degenerate, closed two-form called the symplectic form. This for...
The book under review presents new developments in harmonic analysis that have been inspired by research in quantum mechanics and time-frequency analysis. Although the relevance of symplectic geometry to classical and quantum mechanics is well-documented and appreciated, this is no longer true for time...
Tsinghua-BIMSAsymplectic geometry seminarOrganizers:Kenji Fukaya (YMSC), Honghao Gao (YMSC),Hang Yuan(BIMSA)Speaker:Chris Brav (SIMIS)Time:Wed., 2:00-3:00 pm, Nov. 20. 2024Venue:C548, Shuangqing Complex Building A Title The cyclic Deligne co...
This is based on joint work with Phong, Picard and Zhang. Teng Fei现任美国Rutgers University—Newark数学与计算机科学系的助理教授(assistant professor)。他研究兴趣是微分几何、几何分析、数学物理(Differential geometry, Geometry analysis, Mathematical physics)和相关领域。。Teng Fei于2016年数学博士毕业于美国...
Symplectic geometry is the mathematical apparatus of such areas of physics as classical mechanics, geometrical optics and thermodynamics. Whenever the equations of a theory can be gotten out of a variational principle, symplectic geometry clears up and systematizes the relations between the quantities en...
Symplectic Geometry: An energy–capacity inequality for the symplectic holonomy of hypersurfaces flat at infinity 来自 ResearchGate 喜欢 0 阅读量: 31 作者:Y Eliashberg,H Hofer 摘要: The aim of this paper is to establish an energy-capacity inequality for a special class of "flat-at-infinity" ...
The symplectic and algebraic geometry of Horn's problem Allen Knutson - 2000 - 被引量: 72 Geometric quantization. Dynamical systems IV. Symplectic geometry and its applications Kirillov, Alexandr A - 1990 - 被引量: 45 Differential Geometry and Mathematical Physics Gerd Rudolph,Matthias Schmidt - ...
11,代数拓扑、辛几何与拓扑、常微分和偏微分方程= Encyclopedia of Mathematical Physics. 11,Algebraic Topology, Symplectic Geometry and Topology, Ordinary and Partial Differential Equations : 英文 被引量: 0发表: 2008年 数学物理学百科全书.11,代数拓扑;辛几何与拓扑;常微分和偏微分方程.11,Algebraic ...
- 《Computer Physics Communications》 被引量: 44发表: 2008年 Analysis of the Hamilton--Jacobi Equation in Nonlinear Control Theory by Symplectic Geometry The geometric property and structure of the Hamilton-Jacobi equation arising from nonlinear control theory are investigated using symplectic geometry. ...