Quantum-statistical theory of a generalized line shape function by a resolvent super-operator expansion method

Details Quantum-statistical theory of a generalized line shape function by a resolvent super-operator expansion method Quantum-statistical theory of a generalized line shape function by a resolvent super-operator expansion method

Jun 2000

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=2000aipc..519..572a&link_type=abstract

STATISTICAL PHYSICS: Third Tohwa University International Conference. AIP Conference Proceedings, Volume 519, pp. 572-574 (2000

Physics

Magnetooptical Effects, General Theory, Scattering Mechanisms

Scientific paper

A resolvent super-operator approach along with projection operators is
described for the evaluation of the line shape function due to an
electron-scatter system. The line shape function, which appears in the
denominator of Badjou-Argyres type conductivity formula, is expressed in
terms of a self-energy super-operator. .

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