sigma09-047. 633KB Jun 04 2011 12:10:27 AM
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The algebraic approach to the solution of the model is presented in Section 3 , in this section the stationary states are expressed through the state vectors of the model and the
In this section, we apply our results on the kernel functions for Koornwinder operators to the study of Koornwinder polynomials.. This expression, which appears frequently in
of the projective class of the semi-symmetric spaces, is a metrical approach also to determine some of the most natural anisotropic manifolds through the symmetry property given by
In this paper the method of solving the existence problem of Hamiltonian representations for the coupled Lax-type hierarchies on extended phase spaces which was proposed in [16, 18,
symmetry of shifted basic circulant permutation matrices is proven, and is then used to answer the question which complex numbers can serve as eigenvalues of sign symmetric 3 ×
We show that the matrices of S have real eigenvalues, complete systems of eigenvectors and moreover they are Q -Hermitian, for Q a positive definite Hermitian operator..
In the present case, the motivation for establishing Theorem 1 comes from the study of the moments of random real symmetric (or hermitian) matrices known as the Wigner ensemble.. [
We first study the probabilistic properties of the spectral norm of scaled eigenvalues of large di- mensional Toeplitz, circulant and symmetric circulant matrices when the
