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The Generalized Hermite Spectral Method Combined with Laplace Transform for Solution of the Time Fractional Fokker–Planck Equation

Advances in Mathematical Physics
The paper proposes a method to solve the time fractional Fokker–Planck equation using the generalized Hermite spectral method and Laplace transform. By the Laplace transform, the ordinary differential equation about the orthogonal expansion coefficient ...
Lu-feng Yang
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PT-symmetric Quantum Chain Models

Acta Polytechnica, 2007
A review is given of certain tridiagonal N-dimensional non-Hermitian J-parametric real-matrix quantum Hamiltonians H(N). The domains Ɗ(N) of reality of their spectra of energies are studied, with particular attention paid to their exceptional-point ...
M. Znojil
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Reversibility of linear cellular automata with intermediate boundary condition

AIMS Mathematics
This paper focuses on the reversibility of multidimensional linear cellular automata with an intermediate boundary condition. We begin by addressing the matrix representation of these automata, and the question of reversibility boils down to the ...
Chih-Hung Chang, Ya-Chu Yang , Ferhat Şah +2 more
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A real symmetric tridiagonal matrix with a given characteristic polynomial

, 1993
Gerhard Schmeißer
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Stability of block LDLT factorization of a symmetric tridiagonal matrix

, 1999
Nicholas J. Higham
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Recurrence and Eigenfunction Methods for Non-Trivial Models of Discrete Binary Choice. [PDF]