Description of Quantum Systems by Random Matrix Ensembles of High Dimensions: ICSSUR'6 Poster Session

Physics – Condensed Matter – Statistical Mechanics

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3 pages; poster session (section h) of the conference: "ICSSUR'6, Sixth International Conference on Squeezed States and Uncert

Scientific paper

The new Theorem on location of maximum of probability density functions of dimensionless second difference of the three adjacent energy levels for $N$-dimensional Gaussian orthogonal ensemble GOE($N$), $N$-dimensional Gaussian unitary ensemble GUE($N$), $N$-dimensional Gaussian symplectic ensemble GSE($N$), and Poisson ensemble PE, is formulated: {\it The probability density functions of the dimensionless second difference of the three adjacent energy levels take on maximum at the origin for the following ensembles: GOE($N$), GUE($N$), GSE($N$), and PE, where $N \geq 3$.} The notions of {\it level homogenization with level clustering} and {\it level homogenization with level repulsion} are introduced. [poster session of ICSSUR'6].

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