nLab
Hall coherent state

  • Brian Charles Hall. The Segal-Bargmann coherent state transform for Lie groups. J. Funct. Anal. 122:103–151, 1994, doi; Holomorphic methods in analysis and mathematical physics, First Summer School in Analysis and Mathematical Physics (Cuernavaca Morelos, 1998). Contemp. Math., 260:1–59, 2000; Geometric quantization and the generalized Segal–Bargmann transform for Lie groups of compact type, Comm. Math. Phys., 226:233–268, 2002. doi
  • B. Driver, B. Hall, Yang-Mills theory and the Segal-Bargmann transform, Commun. Math. Phys. 201, 249–290 (1999) MR2000c:58064
  • William D. Kirwin, José M. Mourão, João P. Nunes, Coherent state transforms and the Mackey-Stone-Von Neumann theorem, arxiv/1211.2145; Complex time evolution in geometric quantization and generalized coherent state transforms, arxiv/1203.4767
  • Carlos Florentino, Pedro Matias, Jose Mourao, Joao P. Nunes, Geometric quantization, complex structures and the coherent state transform, math.DG/0402313

category: geometry, physics

Revised on March 21, 2014 09:43:34 by Zoran Škoda (193.136.196.12)