GBTOlib: library for evaluation of molecular integrals in mixed Gaussian / B-spline basis  111
Modules | Functions/Subroutines
wigner_cf.f90 File Reference

Modules

module  wigner_cf_gbl
 

Functions/Subroutines

real(kind=cfp) function wigner_cf_gbl::C_G_cf (j1, m1, j2, m2, J, M)
 
subroutine wigner_cf_gbl::Wigner3j (w3j, jmin, jmax, j2, j3, m1, m2, m3)
 This routine will be replaced by wigner_3j once I've figured out where the problem with my implementation is. More...
 
integer function jindex (j)
 
real(kind=cfp) function a_3j_cf (j)
 
real(kind=cfp) function y_3j_cf (j)
 
real(kind=cfp) function x_3j_cf (j)
 
real(kind=cfp) function z_3j_cf (j)
 
subroutine normw3j
 
subroutine fixsign
 
subroutine wigner_cf_gbl::Wigner_3j (f, j2, j3, m1, m2, m3, j_min, j_max)
 
subroutine wigner_cf_gbl::Wigner_6j (f, j2, j3, l1, l2, l3, j_min, j_max)
 

Function/Subroutine Documentation

◆ a_3j_cf()

real(kind=cfp) function Wigner3j::a_3j_cf ( integer  j)

◆ fixsign()

subroutine Wigner3j::fixsign
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◆ jindex()

integer function Wigner3j::jindex ( integer  j)

◆ normw3j()

subroutine Wigner3j::normw3j
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◆ x_3j_cf()

real(kind=cfp) function Wigner3j::x_3j_cf ( integer  j)
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◆ y_3j_cf()

real(kind=cfp) function Wigner3j::y_3j_cf ( integer  j)

◆ z_3j_cf()

real(kind=cfp) function Wigner3j::z_3j_cf ( integer  j)
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