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New Course
Concept
Wigner-Dyson Distribution
The
Wigner-Dyson distribution
describes the
statistical properties
of the
spacings between eigenvalues
of
large random matrices
, often used in
quantum mechanics
and
statistical physics
to model
complex systems
. It highlights
universality in
spectral statistics
, showing that these properties are largely independent of the specific details of the system's Hamiltonian, depending only on its
symmetry class
.
Relevant Degrees
Probability and Statistics 100%
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