$ID = get_the_ID();
add_post_meta($ID, 'Author', 'V.Kravtsov', True);
add_post_meta($ID, 'Credits', '3', True);
$AUTHOR = get_post_meta(get_the_ID(),'Author',True);
$CREDITS = get_post_meta(get_the_ID(),'Credits',True);
echo "
by $AUTHOR ($CREDITS credits)
“;
?>
Random matrix theory and its application to Anderson localization and
mesoscopic systems.
Main Topics
Wigner-Dyson random matrix theory
- Dyson universality classes
- eigenvalue statistics
- eigenfunction statistics
- crossover between universality classes
- description in terms of orthogonal polynomilas and nonlinear
supersymmetric sigma model
Physics of quantum dots and Winger-Dyson random matrix theory
- statistics of conductances
- weak localization and magnetoresistance
Anderson localization and the relevant random matrix ensembles
- banded random matrices
- random matrices with multifractal eigenfunctions
- critical random matrix ensemble
Lecture Notes
Lecture notes are available as an arXiv pre-print.
