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/dports/finance/quantlib/QuantLib-1.20/ql/math/distributions/
H A Dbivariatestudenttdistribution.cpp73 Real sum = f_j * g_j; in P_n()
78 g_j += dgj; in P_n()
79 sum += f_j * g_j; in P_n()
84 g_j += dgj; in P_n()
96 sum = f_j * g_j; in P_n()
101 g_j += dgj; in P_n()
107 g_j += dgj; in P_n()
134 g_j += dgj; in P_n()
144 g_j = 1 + dgj; in P_n()
145 sum = f_j * g_j; in P_n()
[all …]
/dports/science/nwchem-data/nwchem-7.0.2-release/src/ddscf/
H A Dfock_j_fit.F1 subroutine fock_j_fit(nmat, g_dens, g_j) argument
13 integer g_j(nmat) ! [input] array of handles to J matrices
17 call fock_j_fit_gen(nmat, g_dens, g_j, 0d0, .false., .true.)
23 subroutine fock_j_fit_gen(nmat, g_dens, g_j, Tvec, have_Tvec, argument
45 integer g_j(nmat) ! [input] array of handles to J matrices
89 call ga_zero(g_j(imat))
134 call dft_fitvc(dbl_mb(k_cd_coef), idum, Ecoul, g_j,
149 call ga_print(g_j(imat))
H A Duhf_hessv.F200 integer g_dens(4,max_nvec), g_fock(4,max_nvec), g_d, g_j, g_k
239 g_j = ga_create_atom_blocked(geom, basis, 'uhf_h2e: dens')
242 call ga_zero(g_j)
246 g_fock(isetoff+1,ivec) = g_j
355 g_j = g_fock(isetoff+1,ivec)
361 call ga_dadd(one, g_j, mone, g_k, g_k) ! K <-- J-K
380 $ g_j, 1, nbf, 1, nbf,
395 if (.not. ga_destroy(g_j)) call errquit('uhf_hessv: GA?',0,
H A Duhf_hessv2_ext.F299 integer g_ax,g_j,g_k,g_tmp1,g_tmp2
532 & g_j ,blo,bhi)
829 integer g_ax,g_j,g_k,g_tmp1,g_tmp2
1213 & g_j ,blo,bhi)
1865 integer g_ax,g_j,g_k,g_tmp1,g_tmp2
2229 & g_j ,blo,bhi)
2413 integer g_ax,g_j,g_k,
2690 & g_j ,blo,bhi)
3076 integer g_ax,g_j,g_k,g_tmp1,g_tmp2
3506 & g_j ,blo,bhi)
[all …]
H A Duhf_hessv2.F126 integer g_d, g_j, g_k
184 g_j = ga_create_atom_blocked(geom, basis, 'uhf_h2e: dens')
406 call nga_copy_patch('N',g_fock2,alo,ahi,g_j,blo,bhi)
414 call ga_dadd(one, g_j, mone, g_k, g_k) ! K <-- J-K
433 $ g_j, 1, nbf, 1, nbf,
479 if (.not. ga_destroy(g_j)) call errquit('uhf_hessv: GA?',0,
/dports/science/nwchem/nwchem-7b21660b82ebd85ef659f6fba7e1e73433b0bd0a/src/ddscf/
H A Dfock_j_fit.F1 subroutine fock_j_fit(nmat, g_dens, g_j) argument
13 integer g_j(nmat) ! [input] array of handles to J matrices
17 call fock_j_fit_gen(nmat, g_dens, g_j, 0d0, .false., .true.)
23 subroutine fock_j_fit_gen(nmat, g_dens, g_j, Tvec, have_Tvec, argument
45 integer g_j(nmat) ! [input] array of handles to J matrices
89 call ga_zero(g_j(imat))
134 call dft_fitvc(dbl_mb(k_cd_coef), idum, Ecoul, g_j,
149 call ga_print(g_j(imat))
H A Duhf_hessv.F200 integer g_dens(4,max_nvec), g_fock(4,max_nvec), g_d, g_j, g_k
239 g_j = ga_create_atom_blocked(geom, basis, 'uhf_h2e: dens')
242 call ga_zero(g_j)
246 g_fock(isetoff+1,ivec) = g_j
355 g_j = g_fock(isetoff+1,ivec)
361 call ga_dadd(one, g_j, mone, g_k, g_k) ! K <-- J-K
380 $ g_j, 1, nbf, 1, nbf,
395 if (.not. ga_destroy(g_j)) call errquit('uhf_hessv: GA?',0,
H A Duhf_hessv2_ext.F299 integer g_ax,g_j,g_k,g_tmp1,g_tmp2
532 & g_j ,blo,bhi)
829 integer g_ax,g_j,g_k,g_tmp1,g_tmp2
1213 & g_j ,blo,bhi)
1865 integer g_ax,g_j,g_k,g_tmp1,g_tmp2
2229 & g_j ,blo,bhi)
2413 integer g_ax,g_j,g_k,
2690 & g_j ,blo,bhi)
3076 integer g_ax,g_j,g_k,g_tmp1,g_tmp2
3506 & g_j ,blo,bhi)
[all …]
H A Duhf_hessv2.F126 integer g_d, g_j, g_k
184 g_j = ga_create_atom_blocked(geom, basis, 'uhf_h2e: dens')
406 call nga_copy_patch('N',g_fock2,alo,ahi,g_j,blo,bhi)
414 call ga_dadd(one, g_j, mone, g_k, g_k) ! K <-- J-K
433 $ g_j, 1, nbf, 1, nbf,
479 if (.not. ga_destroy(g_j)) call errquit('uhf_hessv: GA?',0,
/dports/devel/ga/ga-5.8/global/testing/
H A Dblktest.F195 g_j = ga_create_handle()
197 call ga_set_chunk(g_j, chunk)
198 status = ga_allocate(g_j)
199 call ga_zero(g_j)
664 call ga_zero(g_j)
669 call nga_put(g_j,t2lo,t2hi,c,ld)
759 call ga_zero(g_j)
760 call ga_elem_multiply(g_h, g_i, g_j)
761 call ga_add(alpha,g_f,beta,g_j,g_h)
964 call ga_transpose(g_h,g_j)
[all …]
H A Dsprsmatmult.F461 + g_data,g_i,g_j,g_mask,isize)
476 integer idim, jdim, rmin, rmax, g_data, g_i, g_j, g_tmp
575 g_j = ga_create_handle();
576 call ga_set_data(g_j,one,itot,MT_INT)
577 status = ga_allocate(g_j)
663 call nga_put(g_j,jmin,jmax,jval,one)
/dports/science/nwchem/nwchem-7b21660b82ebd85ef659f6fba7e1e73433b0bd0a/src/nwdft/scf_dft_cg/
H A Ddft_uks_hessv_2e.F38 integer g_dens(4,max_nvec), g_fock(4,max_nvec), g_d, g_j, g_k
121 g_j = ga_create_atom_blocked(geom, basis,
126 call ga_zero(g_j)
130 g_fock(isetoff+1,ivec) = g_j
342 g_j = g_fock(isetoff+1,ivec)
348 call ga_dadd(one, g_j, mone, g_k, g_k) ! K <-- J-K
367 $ g_j, 1, nbf, 1, nbf,
380 if (.not. ga_destroy(g_j))
/dports/science/nwchem-data/nwchem-7.0.2-release/src/nwdft/scf_dft_cg/
H A Ddft_uks_hessv_2e.F38 integer g_dens(4,max_nvec), g_fock(4,max_nvec), g_d, g_j, g_k
121 g_j = ga_create_atom_blocked(geom, basis,
126 call ga_zero(g_j)
130 g_fock(isetoff+1,ivec) = g_j
342 g_j = g_fock(isetoff+1,ivec)
348 call ga_dadd(one, g_j, mone, g_k, g_k) ! K <-- J-K
367 $ g_j, 1, nbf, 1, nbf,
380 if (.not. ga_destroy(g_j))
/dports/math/gap/gap-4.11.0/pkg/SymbCompCC-1.3.1/doc/
H A Dschurextensions.tex27 &\, g_i^{g_j} = rel[j][i],\cr
28 &\, t_i^{g_j} = rel[j][n+i],\cr
35 %g_i^{g_j} = rel[j][i],
36 %t_i^{g_j} = rel[j][n+i],
50 &\, g_i^{g_j} = rel[j][i], \cr
51 &\, t_i^{g_j} = rel[j][n+i],\cr
53 &\, c_i^{g_j} = 1, \cr
62 %g_i^{g_j} = rel[j][i],
63 %t_i^{g_j} = rel[j][n+i],
65 %c_i^{g_j} = 1,
/dports/math/pari/pari-2.13.3/src/functions/modular_forms/
H A Dmfcosets5 Help: mfcosets(N): list of right cosets of G_0(N)\G, i.e., matrices g_j in G
6 such that G = U G_0(N) g_j. The g_j are chosen in the form [a,b; c,d] with
/dports/math/R-cran-VGAM/VGAM/man/
H A Ddirichlet.Rd66 \eqn{f(g_j)=g_j^{\alpha_j - 1} e^{-g_j} / \Gamma(\alpha_j)}{f(g_j)=
67 g_j^(alpha_j - 1) e^(-g_j) / gamma(alpha_j)}.
/dports/math/pari/pari-2.13.3/src/functions/number_theoretical/
H A Dcharker12 $\chi(\prod g_j^{n_j}) = \exp(2\pi i\sum a_j n_j / d_j)$, where $g_j$ denotes
17 the $g_j$ the generators of the subgroup. The determinant of $K$ is the
H A Dznchar28 generators $G = \oplus (\Z/d_j\Z) g_j$, $\chi(g_j) = e(c_j/d_j)$.
31 representation $[n, \tilde{c}]$ of the Dirichlet character $c$; $\chi(g_j)
H A Dcharorder12 $\chi(\prod g_j^{n_j}) = \exp(2\pi i\sum a_j n_j / d_j)$, where $g_j$ denotes
H A Dcharconj12 $\chi(\prod g_j^{n_j}) = \exp(2\pi i\sum a_j n_j / d_j)$, where $g_j$ denotes
H A Dcharpow12 $\chi(\prod g_j^{n_j}) = \exp(2\pi i\sum a_j n_j / d_j)$, where $g_j$ denotes
/dports/math/gap/gap-4.11.0/pkg/SymbCompCC-1.3.1/gap/SchurExtensions/
H A DGetMatrix.gi83 ## 2 (a) (g_j^p)g_i = (g_j^p-1)(g_jg_i), j>i
84 ## (b) g_j(g_i^p) = (g_jg_i)(g_i^p-1), j>i
428 ## 2 (a) (g_j^p)g_i = (g_j^p-1)(g_jg_i), j>i
429 ## 2 (b) g_j(g_i^p) = (g_jg_i)(g_i^p-1), j>i
436 ## for 2 (a) (g_j^p)g_i = (g_j^p-1)(g_jg_i), j>i
437 ## (g_j)^pg_i
447 ## (g_j^p-1)(g_jg_i)
473 Print( "(g_j)^pg_i = " );
475 Print( "\n", "(g_j^p-1)(g_jg_i) = " );
497 ## g_j(g_i^p)
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/dports/math/gap/gap-4.11.0/pkg/guarana-0.96.2/exams/
H A Dsta.gi77 # define conjugation relations within N, g_i^g_j
82 # compute g_i^g_j
89 # compute g_i^(g_j^-1)
101 #action of g_j on g_{i+m}
108 #action of g_j^-1 onf g_{i+m}
/dports/science/lammps/lammps-stable_29Sep2021/doc/src/
H A Dpair_spin_dipole.rst49 \frac{g_i g_j}{r_{ij}^3}
56 \frac{g_i g_j}{r_{ij}^3}
62 \frac{g_i g_j}{r_{ij}^4}
/dports/science/plumed/plumed2-2.7.2/src/fisst/
H A DFISST.cpp575 double g_j = gauss_weight_[j]; in update_statistics() local
577 fbar_denum_integral += g_j * w_j * exp(beta_*f_j * Q_i); in update_statistics()
610 double g_j = gauss_weight_[j]; in update_bias() local
612 fbar_num_integral += g_j * f_j * w_j * exp(beta_*f_j*Q_i); in update_bias()
613 fbar_denum_integral += g_j * w_j * exp(beta_*f_j*Q_i); in update_bias()

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