Add to ORKGA method is described for computing scattering amplitudes for a cylindrically symmetric potential using square-integrable basis functions. The addition of variational corrections using the Kato formula is also outlined. Results for a two-center Gaussian potential are presented
In this paper, the characteristic basis function method is adapted to analyze the problem of scatter...
The scattering amplitudes are obtained from the phase shifts for a spherically symmetric potential u...
The scattering amplitudes for all currently known supersymmetric shape-invariant potentials are calc...
A method of calculating scattering amplitudes for nonspherical potentials is proposed. The Lippmann-...
Four different non-orthogonal basis sets are studied and compared in order to obtain the resonance p...
We present a method for calculating the continuum wave function in electron-molecule scattering for ...
[[abstract]]The use of the contracted basis functions is a very powerful and widely used techn...
We show that the minimization of the variance integral provides a method for the determination of sc...
In this contribution, we present a simple approach to the scattering problem usi...
The authors discuss two discrete-basis-function approaches to the solution of the T-matrix equations...
We present a method for including a variational correction in the discrete-basis-set method for elec...
An extension of the Kohn variational method for computing scattering amplitudes is demonstrated that...
The log derivative version of Kohn's variational principle is used as a setting for a new numerical ...
We consider scattering for the discrete Schrödinger operator on the square lattice Z^d, d ≥ 1, with ...
A method is proposed for reducing the complexity of scattering calculations carried out using the Ko...
In this paper, the characteristic basis function method is adapted to analyze the problem of scatter...
The scattering amplitudes are obtained from the phase shifts for a spherically symmetric potential u...
The scattering amplitudes for all currently known supersymmetric shape-invariant potentials are calc...
A method of calculating scattering amplitudes for nonspherical potentials is proposed. The Lippmann-...
Four different non-orthogonal basis sets are studied and compared in order to obtain the resonance p...
We present a method for calculating the continuum wave function in electron-molecule scattering for ...
[[abstract]]The use of the contracted basis functions is a very powerful and widely used techn...
We show that the minimization of the variance integral provides a method for the determination of sc...
In this contribution, we present a simple approach to the scattering problem usi...
The authors discuss two discrete-basis-function approaches to the solution of the T-matrix equations...
We present a method for including a variational correction in the discrete-basis-set method for elec...
An extension of the Kohn variational method for computing scattering amplitudes is demonstrated that...
The log derivative version of Kohn's variational principle is used as a setting for a new numerical ...
We consider scattering for the discrete Schrödinger operator on the square lattice Z^d, d ≥ 1, with ...
A method is proposed for reducing the complexity of scattering calculations carried out using the Ko...
In this paper, the characteristic basis function method is adapted to analyze the problem of scatter...
The scattering amplitudes are obtained from the phase shifts for a spherically symmetric potential u...
The scattering amplitudes for all currently known supersymmetric shape-invariant potentials are calc...