Global Journal of Pure and Applied Mathematics

  • Year: 2007
  • Volume: 3
  • Issue: 3

Symplectic reduction of univerasl phase spaces

  • Author:
  • En-Bing Lin
  • Total Page Count: 7
  • DOI:
  • Page Number: 233 to 239

Department of Mathematics, University of Toledo, Toledo, OH, 43606, USA. E-mail: elin@utnet.utoledo.eduDepartment of Mathematics, Central Michigan University, Mt. Pleasant, MI, 48859, USA. E-mail: enbing.lin@cmich.edu

Abstract

Let P be a principal G-bundle over M and a Hamiltonian G-space Q, we point out the relationship between the universal phase space associated with P and Q and the reduced phase space associated with T*P × Q in a general sense.