Abstract
It is shown that the N-body bound and resonance states may be found as complex-energy zeros of the determinant of the so-called Jost-matrix which is expressed as a series of the total-energy explicit functions with matrix coefficients defined by the solutions of simple differential equations. 18 refs.
Citation Formats
Pupyshev, V V, and Rakityanskij, S A.
Semianalytical method of solution of the N-body bound-state problem within the hyperspherical approach.
JINR: N. p.,
1991.
Web.
Pupyshev, V V, & Rakityanskij, S A.
Semianalytical method of solution of the N-body bound-state problem within the hyperspherical approach.
JINR.
Pupyshev, V V, and Rakityanskij, S A.
1991.
"Semianalytical method of solution of the N-body bound-state problem within the hyperspherical approach."
JINR.
@misc{etde_10119414,
title = {Semianalytical method of solution of the N-body bound-state problem within the hyperspherical approach}
author = {Pupyshev, V V, and Rakityanskij, S A}
abstractNote = {It is shown that the N-body bound and resonance states may be found as complex-energy zeros of the determinant of the so-called Jost-matrix which is expressed as a series of the total-energy explicit functions with matrix coefficients defined by the solutions of simple differential equations. 18 refs.}
place = {JINR}
year = {1991}
month = {Dec}
}
title = {Semianalytical method of solution of the N-body bound-state problem within the hyperspherical approach}
author = {Pupyshev, V V, and Rakityanskij, S A}
abstractNote = {It is shown that the N-body bound and resonance states may be found as complex-energy zeros of the determinant of the so-called Jost-matrix which is expressed as a series of the total-energy explicit functions with matrix coefficients defined by the solutions of simple differential equations. 18 refs.}
place = {JINR}
year = {1991}
month = {Dec}
}