AbstractTheshooting methodis a numerically effective approach to solving certain eigenvalue problems, such as that arising from the Schrödinger equation for the two-dimensional hydrogen atom with logarithmic potential function. However, no complete proof of its rationale and correctness has been given until now. This paper gives the proof, in a generalized form
AbstractAn accurate method for the numerical solution of the eigenvalue problem of second-order ordi...
A propagation numerical method for determining energy eigenvalues and eigen wave functions for hy...
A simple method is presented here for solving the wave mechanical problem of the hydrogen atom. The ...
A shooting method was developed to study eigenvalue problems derived from Schrodinger equation. The ...
An alternative formulation of the "shooting" method for a numerical solution of the Schrödinger equa...
AbstractAn accurate method for the numerical solution of the eigenvalue problem of second-order ordi...
A modified difference and a Numerov-like scheme have been introduced in a shooting algorithm for the...
A previously defined analytic technique of constructing matrix elements from the Bernstein-polynomia...
A modified difference and a Numerov-like scheme have been introduced in a shooting algorithm for the...
© 2018, Vinca Inst Nuclear Sci. All rights reserved. A propagation numerical method for determining ...
AbstractWe discuss the accurate computation of the eigensolutions of systems of coupled channel Schr...
International audienceIn 1926, Erwin Schrodinger wrote a series of papers that invented wave mechani...
International audienceIn 1926, Erwin Schrodinger wrote a series of papers that invented wave mechani...
AbstractThe shooting method for solving regular two-point boundary value problems (TPBVPs) can also ...
We present a grid-based procedure to solve the eigenvalue problem for the two-dimensional Schrödinge...
AbstractAn accurate method for the numerical solution of the eigenvalue problem of second-order ordi...
A propagation numerical method for determining energy eigenvalues and eigen wave functions for hy...
A simple method is presented here for solving the wave mechanical problem of the hydrogen atom. The ...
A shooting method was developed to study eigenvalue problems derived from Schrodinger equation. The ...
An alternative formulation of the "shooting" method for a numerical solution of the Schrödinger equa...
AbstractAn accurate method for the numerical solution of the eigenvalue problem of second-order ordi...
A modified difference and a Numerov-like scheme have been introduced in a shooting algorithm for the...
A previously defined analytic technique of constructing matrix elements from the Bernstein-polynomia...
A modified difference and a Numerov-like scheme have been introduced in a shooting algorithm for the...
© 2018, Vinca Inst Nuclear Sci. All rights reserved. A propagation numerical method for determining ...
AbstractWe discuss the accurate computation of the eigensolutions of systems of coupled channel Schr...
International audienceIn 1926, Erwin Schrodinger wrote a series of papers that invented wave mechani...
International audienceIn 1926, Erwin Schrodinger wrote a series of papers that invented wave mechani...
AbstractThe shooting method for solving regular two-point boundary value problems (TPBVPs) can also ...
We present a grid-based procedure to solve the eigenvalue problem for the two-dimensional Schrödinge...
AbstractAn accurate method for the numerical solution of the eigenvalue problem of second-order ordi...
A propagation numerical method for determining energy eigenvalues and eigen wave functions for hy...
A simple method is presented here for solving the wave mechanical problem of the hydrogen atom. The ...
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