Abstract
The explicit expression is derived for the matrix connecting ring-shaped functions associate with different values of the axial parameter. The relation of this matrix with 6j-symbols is bound. Special attention is paid to expansion of ring-shaped functions over spherical ones. 15 refs.; 8 figs.
Mardoyan, L G;
Ter-Antonyan, V M;
[1]
Chartchyan, T A;
Sisakyan, A N
[2]
- Erevanskij Gosudarstvennyj Univ., Erevan (Armenia)
- Joint Inst. for Nuclear Research, Dubna (Russian Federation). Lab. of Theoretical Physics
Citation Formats
Mardoyan, L G, Ter-Antonyan, V M, Chartchyan, T A, and Sisakyan, A N.
Expansion of ring-shaped functions over spherical functions; Razlozhenie kol`tseobraznykh funktsij po sfericheskim.
JINR: N. p.,
1992.
Web.
Mardoyan, L G, Ter-Antonyan, V M, Chartchyan, T A, & Sisakyan, A N.
Expansion of ring-shaped functions over spherical functions; Razlozhenie kol`tseobraznykh funktsij po sfericheskim.
JINR.
Mardoyan, L G, Ter-Antonyan, V M, Chartchyan, T A, and Sisakyan, A N.
1992.
"Expansion of ring-shaped functions over spherical functions; Razlozhenie kol`tseobraznykh funktsij po sfericheskim."
JINR.
@misc{etde_10123312,
title = {Expansion of ring-shaped functions over spherical functions; Razlozhenie kol`tseobraznykh funktsij po sfericheskim}
author = {Mardoyan, L G, Ter-Antonyan, V M, Chartchyan, T A, and Sisakyan, A N}
abstractNote = {The explicit expression is derived for the matrix connecting ring-shaped functions associate with different values of the axial parameter. The relation of this matrix with 6j-symbols is bound. Special attention is paid to expansion of ring-shaped functions over spherical ones. 15 refs.; 8 figs.}
place = {JINR}
year = {1992}
month = {Dec}
}
title = {Expansion of ring-shaped functions over spherical functions; Razlozhenie kol`tseobraznykh funktsij po sfericheskim}
author = {Mardoyan, L G, Ter-Antonyan, V M, Chartchyan, T A, and Sisakyan, A N}
abstractNote = {The explicit expression is derived for the matrix connecting ring-shaped functions associate with different values of the axial parameter. The relation of this matrix with 6j-symbols is bound. Special attention is paid to expansion of ring-shaped functions over spherical ones. 15 refs.; 8 figs.}
place = {JINR}
year = {1992}
month = {Dec}
}