Seminar series
Date
Mon, 15 Nov 2004
14:15
14:15
Location
DH 3rd floor SR
Speaker
Professor Oleg Smolyanov
Organisation
Moscow University
Hamiltonian Feynman path integrals, or Feynman (path) integrals over
trajectories in the phase space, are values, which some
pseudomeasures, usually called Feynman (pseudo)measures (they are
distributions, in the sense of the Sobolev-Schwartz theory), take on
functions defined on trajectories in the phase space; so such
functions are integrands in the Feynman path integrals. Hamiltonian
Feynman path integrals (and also Feynman path integrals over
trajectories in the configuration space) are used to get some
representations of solutions for Schroedinger type equations. In the
talk one plans to discuss the following problems.