Self-consistent relaxation-time models in quantum mechanics

Author:

Arnold Anton1

Affiliation:

1. a Center for Applied Mathematics , Purdue University , West Lafayette , 47907-1395

Publisher

Informa UK Limited

Subject

Applied Mathematics,Analysis

Reference30 articles.

1. A. Arnold, "The relaxation-time Wigner equation", to appear in the proceedings of the workshop on 'Mathematical Problems in Semiconductor Physics', Rome 1993, Pitman Research Notes in Mathematics, 1995. Technical Report #254, Center for Applied Math, Purdue University, October 1994.

2. A. Arnold, "The relaxation-time von Neumann-Poisson equation", to appear in the proceedings of 'ICIAM 95', Hamburg 1995, ZAMM, 1996.

3. The two-dimensional Wigner-Poisson problem for an electron gas in the charge neutral case

4. M. Sh. Birrnan, "A proof of the Fredholm trace formula as an application of a simple embedding for kernels of integral operators of trace class in L2(Rm)", Technical Report, Department of Mathematics, Linkoping University.

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