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Symbolic-numeric solution of the two-dimensional Schrodinger equation with double-well potential Schrodinger equation is presented. The solution shows a potential energy surface with two local minima and a
A symbolic-numeric approach for solving the eigenvalue problem for the one-dimensional Schrоdinger EquationA general scheme of a symbolic-numeric approach for solving the eigenvalue problem for the one
A comparison of algorithms for the normalization and quantization of polynomial hamiltonians, are compared. The algorithms and programs are represented in a universal pseudocode and implemented
Limit cycles in a mathematical model of three interacting speciesThe paper presents a mathematical model for describing the dynamics of populations of three
GITAˉ¹: A symbolic computing program for an inverse problem of the Birkhoff-Gustavson normal form expansionWe present briefly a symbolic computing program named GITAˉ¹ working on REDUCE 3.3 or later, which
A REDUCE program for the normalization of polynomial HamiltoniansA REDUCE program for the normalization of polynomial Hamiltonians
Сomputer calculation of green functions for third-order ordinary differential equationsIn this paper, we present a method of computer calculation of Green functions in the form
Computer calculation of green functions for third-order ordinary differential equationsIn this paper, we present a method of computer calculation of Green functions in the form
Calculation of the greens function of boundary value problems for linear ordinary differential equations equations. Lets note that using the Greens function for a homogeneous problem, it is possible to calculate
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