Abstract
A study is made of mathematical and physical aspects of the P-matrix approach within the framework of the potential description of two particle interaction when the dynamics is based on the nonrelativistic Schroedinger equation. A dispersion formula for the P-matrix is derived correctly, different ways of its expansion by means of which it is possible to develop different methods of an approximate description of the quantities characterizing the two-particle interaction are suggested. 15 refs. (author).
Citation Formats
Babenko, V A, and Petrov, N M.
Studies of P-matrix formalism on the basis of the potential description of two-particle interaction.
Ukraine: N. p.,
1991.
Web.
Babenko, V A, & Petrov, N M.
Studies of P-matrix formalism on the basis of the potential description of two-particle interaction.
Ukraine.
Babenko, V A, and Petrov, N M.
1991.
"Studies of P-matrix formalism on the basis of the potential description of two-particle interaction."
Ukraine.
@misc{etde_10127970,
title = {Studies of P-matrix formalism on the basis of the potential description of two-particle interaction}
author = {Babenko, V A, and Petrov, N M}
abstractNote = {A study is made of mathematical and physical aspects of the P-matrix approach within the framework of the potential description of two particle interaction when the dynamics is based on the nonrelativistic Schroedinger equation. A dispersion formula for the P-matrix is derived correctly, different ways of its expansion by means of which it is possible to develop different methods of an approximate description of the quantities characterizing the two-particle interaction are suggested. 15 refs. (author).}
place = {Ukraine}
year = {1991}
month = {Dec}
}
title = {Studies of P-matrix formalism on the basis of the potential description of two-particle interaction}
author = {Babenko, V A, and Petrov, N M}
abstractNote = {A study is made of mathematical and physical aspects of the P-matrix approach within the framework of the potential description of two particle interaction when the dynamics is based on the nonrelativistic Schroedinger equation. A dispersion formula for the P-matrix is derived correctly, different ways of its expansion by means of which it is possible to develop different methods of an approximate description of the quantities characterizing the two-particle interaction are suggested. 15 refs. (author).}
place = {Ukraine}
year = {1991}
month = {Dec}
}