/dports/science/py-GPy/GPy-1.10.0/GPy/likelihoods/ |
H A D | gamma.py | 21 def __init__(self,gp_link=None,beta=1.): argument 26 self.beta = Param('beta', beta) 27 self.link_parameter(self.beta) 28 self.beta.fix()#TODO: gradients! 48 alpha = link_f*self.beta 49 … objective = (y**(alpha - 1.) * np.exp(-self.beta*y) * self.beta**alpha)/ special.gamma(alpha) 71 alpha = link_f*self.beta 72 …log_objective = alpha*np.log(self.beta) - np.log(special.gamma(alpha)) + (alpha - 1)*np.log(y) - s… 92 grad = self.beta*np.log(self.beta*y) - special.psi(self.beta*link_f)*self.beta 119 hess = -special.polygamma(1, self.beta*link_f)*(self.beta**2) [all …]
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/dports/graphics/ImageMagick6-nox11/ImageMagick-6.9.12-34/magick/ |
H A D | fx.c | 508 if (alpha < beta) in FxGCD() 512 return(FxGCD(beta,alpha-beta*floor(alpha/beta),depth+1)); in FxGCD() 559 beta; in FxGetSymbol() local 1462 *beta=0.0; in FxEvaluateSubexpression() 1491 *beta=(double) (~(size_t) *beta); in FxEvaluateSubexpression() 1865 *beta=1.0; in FxEvaluateSubexpression() 2408 FxReturn(alpha > *beta ? alpha : *beta); in FxEvaluateSubexpression() 2416 FxReturn(alpha < *beta ? alpha : *beta); in FxEvaluateSubexpression() 2681 beta; in FxEvaluateChannelExpression() local 2683 beta=0.0; in FxEvaluateChannelExpression() [all …]
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/dports/graphics/ImageMagick6/ImageMagick-6.9.12-34/magick/ |
H A D | fx.c | 508 if (alpha < beta) in FxGCD() 512 return(FxGCD(beta,alpha-beta*floor(alpha/beta),depth+1)); in FxGCD() 559 beta; in FxGetSymbol() local 1462 *beta=0.0; in FxEvaluateSubexpression() 1491 *beta=(double) (~(size_t) *beta); in FxEvaluateSubexpression() 1865 *beta=1.0; in FxEvaluateSubexpression() 2408 FxReturn(alpha > *beta ? alpha : *beta); in FxEvaluateSubexpression() 2416 FxReturn(alpha < *beta ? alpha : *beta); in FxEvaluateSubexpression() 2681 beta; in FxEvaluateChannelExpression() local 2683 beta=0.0; in FxEvaluateChannelExpression() [all …]
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/dports/math/stanmath/math-4.2.0/test/unit/math/opencl/rev/ |
H A D | exponential_lpdf_test.cpp | 18 Eigen::VectorXd beta(N); in TEST() local 19 beta << 0.3, 0.8, 12.4; in TEST() 31 stan::math::matrix_cl<double> beta_cl(beta); in TEST() 52 return stan::math::exponential_lpdf(y, beta); in __anone564ec090102() 64 Eigen::VectorXd beta(N); in TEST() local 65 beta << 0.3, 0.8, 21.0; in TEST() 81 Eigen::VectorXd beta(N); in TEST() local 82 beta << 0.3, 0.8, 1.0; in TEST() 85 exponential_lpdf_functor, y, beta); in TEST() 95 double beta = 9.3; in TEST() local [all …]
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H A D | gumbel_lpdf_test.cpp | 27 Eigen::VectorXd beta(N); in TEST() local 28 beta << 0.3, 0.8, INFINITY; in TEST() 86 Eigen::VectorXd beta(N); in TEST() local 87 beta << 0.3, 0.8, 1.0; in TEST() 95 beta.transpose().eval()); in TEST() 98 beta.transpose().eval()); in TEST() 107 Eigen::VectorXd beta(N); in TEST() local 108 beta << 0.3, 0.8, 1.0; in TEST() 126 Eigen::VectorXd beta(N); in TEST() local 127 beta << 0.3, 0.8, 1.0; in TEST() [all …]
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/dports/cad/ngspice_rework/ngspice-35/src/spicelib/devices/hisimhv2/ |
H A D | hsmhv2eval_qover.h | 99 Pb2over_dT = - Pb2over / beta * beta_dT + 2.0 / beta / T0 * T0_dT ; 125 TX_dVgb = beta * VgpLD_dVgb ; 223 Ps0_iniA_dT = Chi_dT/beta - Chi*beta_dT/(beta*beta) - Vxbgmtcl_dT; 248 T1 = fac1p2 * beta ; 335 T0_dT = 2.0 * beta * fac1 * (beta_dT*fac1+beta*fac1_dT); 337 psi = beta*VgpLD_shift; 360 psi += beta*0.1 ; 375 Ps0_iniB_dT = Chi_B_dT/beta - Chi_B/(beta*beta)*beta_dT - Vxbgmtcl_dT; 397 Ps0LD_dVgb = Chi_dVgb/beta; 399 Ps0LD_dT = Chi_dT/beta - Chi/(beta*beta)*beta_dT - Vxbgmtcl_dT; [all …]
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/dports/graphics/ImageMagick7/ImageMagick-7.1.0-19/MagickCore/ |
H A D | fx.c | 529 if (alpha < beta) in FxGCD() 533 return(FxGCD(beta,alpha-beta*floor(alpha/beta),depth+1)); in FxGCD() 580 beta; in FxGetSymbol() local 1494 *beta=0.0; in FxEvaluateSubexpression() 1523 *beta=(double) (~(size_t) *beta); in FxEvaluateSubexpression() 1897 *beta=1.0; in FxEvaluateSubexpression() 2431 FxReturn(alpha > *beta ? alpha : *beta); in FxEvaluateSubexpression() 2439 FxReturn(alpha < *beta ? alpha : *beta); in FxEvaluateSubexpression() 2707 beta; in FxEvaluateChannelExpression() local 2709 beta=0.0; in FxEvaluateChannelExpression() [all …]
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/dports/graphics/ImageMagick7-nox11/ImageMagick-7.1.0-19/MagickCore/ |
H A D | fx.c | 529 if (alpha < beta) in FxGCD() 533 return(FxGCD(beta,alpha-beta*floor(alpha/beta),depth+1)); in FxGCD() 580 beta; in FxGetSymbol() local 1494 *beta=0.0; in FxEvaluateSubexpression() 1523 *beta=(double) (~(size_t) *beta); in FxEvaluateSubexpression() 1897 *beta=1.0; in FxEvaluateSubexpression() 2431 FxReturn(alpha > *beta ? alpha : *beta); in FxEvaluateSubexpression() 2439 FxReturn(alpha < *beta ? alpha : *beta); in FxEvaluateSubexpression() 2707 beta; in FxEvaluateChannelExpression() local 2709 beta=0.0; in FxEvaluateChannelExpression() [all …]
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/dports/finance/R-cran-fBasics/fBasics/R/ |
H A D | dist-nig.R | 58 beta = alpha[2] 67 .dnig(x, alpha=alpha, beta=beta, delta=delta, mu=mu, log=log) 92 if (abs(beta) >= alpha) 98 alpha = alpha, beta = beta, 129 pnig(q = x, alpha = alpha, beta = beta, delta = delta, mu = mu) - p 140 alpha = alpha, beta = beta, delta = delta, 174 gamma = sqrt(alpha*alpha - beta*beta) 200 X = mu + beta*Z + sqrt(Z)*rnorm(n) 204 attr(X, "control") = c(dist = "nig", alpha = alpha, beta = beta, nameattr 244 as.double(beta), [all …]
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H A D | dist-stableFit.R | 53 if (is.na(Beta)) Beta = beta 85 n = length(beta) 88 phi1 = function(alpha, beta) argument 97 phi2 = function(alpha, beta) argument 111 Phi1[i,j] = phi1(alpha[i], beta[j]) 112 Phi2[i,j] = phi2(alpha[i], beta[j]) 124 .PhiStable <- list(Phi1 = Phi1, Phi2 = Phi2, alpha = alpha, beta = beta) nameattr 391 beta = .PhiStable$beta functionVar 513 start = c(alpha, beta, gamma, delta), 518 beta = r$par[2] [all …]
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H A D | dist-gh.R | 41 beta = alpha[2] 51 arg = delta*sqrt(alpha^2-beta^2) 52 a = (lambda/2)*log(alpha^2-beta^2) - ( 60 e = beta*(x-mu) 75 function(q, alpha = 1, beta = 0, delta = 1, mu = 0, lambda = -1/2) argument 93 alpha = alpha, beta = beta, delta = delta, mu = mu, 122 .froot <- function(x, alpha, beta, delta, mu, lambda, p) argument 124 pgh(q = x, alpha = alpha, beta = beta, delta = delta, 137 upper), alpha = alpha, beta = beta, delta = delta, nameattr 170 theta = c(lambda, alpha, beta, delta, mu) [all …]
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/dports/science/py-scipy/scipy-1.7.1/doc/source/tutorial/stats/ |
H A D | continuous_gennorm.rst | 8 a single shape parameter :math:`\beta>0`. It reduces to a number of common 17 …\begin{eqnarray*} f\left(x; \beta\right) & = &\frac{\beta}{2\Gamma(1/\beta)} e^{-\left|x\right|^{\… 22 …*} F\left(x; \beta\right) & = & \frac{1}{2} + \mathrm{sgn}\left(x\right) \frac{\gamma\left(1/\beta… 30 …\begin{eqnarray*} h\left[X; \beta\right] = \frac{1}{\beta} - \log\left(\frac{\beta}{2\Gamma\left(1… 42 \mu_2 & = & \frac{\Gamma\left(3/\beta\right)}{\gamma\left(1/\beta\right)} \\ 44 …\gamma_2 & = & \frac{\Gamma\left(5/\beta\right) \Gamma\left(1/\beta\right)}{\Gamma\left(3/\beta\ri… 50 * Laplace distribution (:math:`\beta = 1`) 51 * Normal distribution with :math:`\mu_2 = 1/2` (:math:`\beta = 2`) 53 (:math:`\beta \rightarrow \infty`)
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/dports/www/py-protego/Protego-0.1.16/tests/test_data/ |
H A D | www.lego.com | 10 Disallow: /fr-fr/videos/beta/ 11 Disallow: /es-es/videos/beta/ 12 Disallow: /pl-pl/videos/beta/ 13 Disallow: /ru-ru/videos/beta/ 14 Disallow: /fi-fi/videos/beta/ 15 Disallow: /de-de/videos/beta/ 16 Disallow: /en-au/videos/beta/ 17 Disallow: /en-gb/videos/beta/ 18 Disallow: /nl-nl/videos/beta/ 19 Disallow: /ja-jp/videos/beta/ [all …]
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/dports/multimedia/schroedinger/schroedinger-1.0.11/testsuite/tables2/ |
H A D | wavelet_tables.c | 184 double alpha, beta; in main() local 199 gains[2] = sqrt(beta*beta); in main() 204 gains[2] = sqrt(beta*beta)*shift; in main() 206 gains[4] = sqrt(beta*beta); in main() 211 gains[2] = sqrt(beta*beta)*shift*shift; in main() 213 gains[4] = sqrt(beta*beta)*shift; in main() 215 gains[6] = sqrt(beta*beta); in main() 220 gains[2] = sqrt(beta*beta)*shift*shift*shift; in main() 222 gains[4] = sqrt(beta*beta)*shift*shift; in main() 224 gains[6] = sqrt(beta*beta)*shift; in main() [all …]
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/dports/audio/csound/csound-6.15.0/Opcodes/ |
H A D | clfilt.c | 117 (p->beta[m])*(p->beta[m]))*FL(1.0) in clfiltset() 120 (p->beta[m])*(p->beta[m]))*FL(2.0) in clfiltset() 123 (p->beta[m])*(p->beta[m]))*FL(1.0) in clfiltset() 128 (p->beta[m])*(p->beta[m]))*FL(1.0); in clfiltset() 130 (p->beta[m])*(p->beta[m]))*FL(2.0); in clfiltset() 132 (p->beta[m])*(p->beta[m]))*FL(1.0); in clfiltset() 221 (p->beta[m])*(p->beta[m]))*FL(1.0) in clfiltset() 224 (p->beta[m])*(p->beta[m]))*FL(2.0) in clfiltset() 227 (p->beta[m])*(p->beta[m]))*FL(1.0) in clfiltset() 360 (p->beta[m])*(p->beta[m]) + in clfilt() [all …]
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/dports/science/elmerfem/elmerfem-release-9.0/elmerice/UserFunctions/ |
H A D | CaffeFlow.F90 | 573 beta(6)=-4._dp*beta(1)/5._dp-7._dp*beta(2)/5._dp- & 578 beta(i)=beta(i)/3._dp 580 beta(2)=beta(2)/2._dp 581 beta(5)=beta(5)/2._dp 582 beta(6)=beta(6)/2._dp 593 a4(1)=3._dp*beta(4)+6._dp*beta(5)*a_11+3._dp*beta(1)*a_11*a_11+& 594 6._dp*beta(2)*b_11+6._dp*beta(6)*a_11*b_11+3._dp*beta(3)*b_11*b_11 595 a4(2)=3._dp*beta(4)+6._dp*beta(5)*a_22+3._dp*beta(1)*a_22*a_22+& 596 6._dp*beta(2)*b_22+6._dp*beta(6)*a_22*b_22+3._dp*beta(3)*b_22*b_22 603 a4(4)=beta(5)*a_23+beta(1)*(a_11*a_23+2._dp*a_12*a_13)+beta(2)*b_23+& [all …]
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/dports/math/libflame/libflame-5.2.0/src/blas/3/her2k/front/flamec/ |
H A D | FLA_Her2k_lh.c | 19 r_val = FLA_Her2k_lh_task( alpha, A, B, beta, C, cntl ); in FLA_Her2k_lh() 70 r_val = FLA_Her2k_lh_unb_var1( alpha, A, B, beta, C ); in FLA_Her2k_lh() 74 r_val = FLA_Her2k_lh_unb_var2( alpha, A, B, beta, C ); in FLA_Her2k_lh() 78 r_val = FLA_Her2k_lh_unb_var3( alpha, A, B, beta, C ); in FLA_Her2k_lh() 82 r_val = FLA_Her2k_lh_unb_var4( alpha, A, B, beta, C ); in FLA_Her2k_lh() 86 r_val = FLA_Her2k_lh_unb_var5( alpha, A, B, beta, C ); in FLA_Her2k_lh() 90 r_val = FLA_Her2k_lh_unb_var6( alpha, A, B, beta, C ); in FLA_Her2k_lh() 94 r_val = FLA_Her2k_lh_unb_var7( alpha, A, B, beta, C ); in FLA_Her2k_lh() 98 r_val = FLA_Her2k_lh_unb_var8( alpha, A, B, beta, C ); in FLA_Her2k_lh() 102 r_val = FLA_Her2k_lh_unb_var9( alpha, A, B, beta, C ); in FLA_Her2k_lh() [all …]
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H A D | FLA_Her2k_uh.c | 19 r_val = FLA_Her2k_uh_task( alpha, A, B, beta, C, cntl ); in FLA_Her2k_uh() 70 r_val = FLA_Her2k_uh_unb_var1( alpha, A, B, beta, C ); in FLA_Her2k_uh() 74 r_val = FLA_Her2k_uh_unb_var2( alpha, A, B, beta, C ); in FLA_Her2k_uh() 78 r_val = FLA_Her2k_uh_unb_var3( alpha, A, B, beta, C ); in FLA_Her2k_uh() 82 r_val = FLA_Her2k_uh_unb_var4( alpha, A, B, beta, C ); in FLA_Her2k_uh() 86 r_val = FLA_Her2k_uh_unb_var5( alpha, A, B, beta, C ); in FLA_Her2k_uh() 90 r_val = FLA_Her2k_uh_unb_var6( alpha, A, B, beta, C ); in FLA_Her2k_uh() 94 r_val = FLA_Her2k_uh_unb_var7( alpha, A, B, beta, C ); in FLA_Her2k_uh() 98 r_val = FLA_Her2k_uh_unb_var8( alpha, A, B, beta, C ); in FLA_Her2k_uh() 102 r_val = FLA_Her2k_uh_unb_var9( alpha, A, B, beta, C ); in FLA_Her2k_uh() [all …]
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H A D | FLA_Her2k_ln.c | 19 r_val = FLA_Her2k_ln_task( alpha, A, B, beta, C, cntl ); in FLA_Her2k_ln() 70 r_val = FLA_Her2k_ln_unb_var1( alpha, A, B, beta, C ); in FLA_Her2k_ln() 74 r_val = FLA_Her2k_ln_unb_var2( alpha, A, B, beta, C ); in FLA_Her2k_ln() 78 r_val = FLA_Her2k_ln_unb_var3( alpha, A, B, beta, C ); in FLA_Her2k_ln() 82 r_val = FLA_Her2k_ln_unb_var4( alpha, A, B, beta, C ); in FLA_Her2k_ln() 86 r_val = FLA_Her2k_ln_unb_var5( alpha, A, B, beta, C ); in FLA_Her2k_ln() 90 r_val = FLA_Her2k_ln_unb_var6( alpha, A, B, beta, C ); in FLA_Her2k_ln() 94 r_val = FLA_Her2k_ln_unb_var7( alpha, A, B, beta, C ); in FLA_Her2k_ln() 98 r_val = FLA_Her2k_ln_unb_var8( alpha, A, B, beta, C ); in FLA_Her2k_ln() 102 r_val = FLA_Her2k_ln_unb_var9( alpha, A, B, beta, C ); in FLA_Her2k_ln() [all …]
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/dports/math/libflame/libflame-5.2.0/src/blas/3/symm/front/flamec/ |
H A D | FLA_Symm_ll.c | 19 r_val = FLA_Symm_ll_task( alpha, A, B, beta, C, cntl ); in FLA_Symm_ll() 70 r_val = FLA_Symm_ll_unb_var1( alpha, A, B, beta, C ); in FLA_Symm_ll() 74 r_val = FLA_Symm_ll_unb_var2( alpha, A, B, beta, C ); in FLA_Symm_ll() 78 r_val = FLA_Symm_ll_unb_var3( alpha, A, B, beta, C ); in FLA_Symm_ll() 82 r_val = FLA_Symm_ll_unb_var4( alpha, A, B, beta, C ); in FLA_Symm_ll() 86 r_val = FLA_Symm_ll_unb_var5( alpha, A, B, beta, C ); in FLA_Symm_ll() 90 r_val = FLA_Symm_ll_unb_var6( alpha, A, B, beta, C ); in FLA_Symm_ll() 94 r_val = FLA_Symm_ll_unb_var7( alpha, A, B, beta, C ); in FLA_Symm_ll() 98 r_val = FLA_Symm_ll_unb_var8( alpha, A, B, beta, C ); in FLA_Symm_ll() 102 r_val = FLA_Symm_ll_unb_var9( alpha, A, B, beta, C ); in FLA_Symm_ll() [all …]
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H A D | FLA_Symm_lu.c | 19 r_val = FLA_Symm_lu_task( alpha, A, B, beta, C, cntl ); in FLA_Symm_lu() 70 r_val = FLA_Symm_lu_unb_var1( alpha, A, B, beta, C ); in FLA_Symm_lu() 74 r_val = FLA_Symm_lu_unb_var2( alpha, A, B, beta, C ); in FLA_Symm_lu() 78 r_val = FLA_Symm_lu_unb_var3( alpha, A, B, beta, C ); in FLA_Symm_lu() 82 r_val = FLA_Symm_lu_unb_var4( alpha, A, B, beta, C ); in FLA_Symm_lu() 86 r_val = FLA_Symm_lu_unb_var5( alpha, A, B, beta, C ); in FLA_Symm_lu() 90 r_val = FLA_Symm_lu_unb_var6( alpha, A, B, beta, C ); in FLA_Symm_lu() 94 r_val = FLA_Symm_lu_unb_var7( alpha, A, B, beta, C ); in FLA_Symm_lu() 98 r_val = FLA_Symm_lu_unb_var8( alpha, A, B, beta, C ); in FLA_Symm_lu() 102 r_val = FLA_Symm_lu_unb_var9( alpha, A, B, beta, C ); in FLA_Symm_lu() [all …]
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/dports/math/libflame/libflame-5.2.0/src/blas/3/syr2k/front/flamec/ |
H A D | FLA_Syr2k_ut.c | 19 r_val = FLA_Syr2k_ut_task( alpha, A, B, beta, C, cntl ); in FLA_Syr2k_ut() 70 r_val = FLA_Syr2k_ut_unb_var1( alpha, A, B, beta, C ); in FLA_Syr2k_ut() 74 r_val = FLA_Syr2k_ut_unb_var2( alpha, A, B, beta, C ); in FLA_Syr2k_ut() 78 r_val = FLA_Syr2k_ut_unb_var3( alpha, A, B, beta, C ); in FLA_Syr2k_ut() 82 r_val = FLA_Syr2k_ut_unb_var4( alpha, A, B, beta, C ); in FLA_Syr2k_ut() 86 r_val = FLA_Syr2k_ut_unb_var5( alpha, A, B, beta, C ); in FLA_Syr2k_ut() 90 r_val = FLA_Syr2k_ut_unb_var6( alpha, A, B, beta, C ); in FLA_Syr2k_ut() 94 r_val = FLA_Syr2k_ut_unb_var7( alpha, A, B, beta, C ); in FLA_Syr2k_ut() 98 r_val = FLA_Syr2k_ut_unb_var8( alpha, A, B, beta, C ); in FLA_Syr2k_ut() 102 r_val = FLA_Syr2k_ut_unb_var9( alpha, A, B, beta, C ); in FLA_Syr2k_ut() [all …]
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H A D | FLA_Syr2k_ln.c | 19 r_val = FLA_Syr2k_ln_task( alpha, A, B, beta, C, cntl ); in FLA_Syr2k_ln() 70 r_val = FLA_Syr2k_ln_unb_var1( alpha, A, B, beta, C ); in FLA_Syr2k_ln() 74 r_val = FLA_Syr2k_ln_unb_var2( alpha, A, B, beta, C ); in FLA_Syr2k_ln() 78 r_val = FLA_Syr2k_ln_unb_var3( alpha, A, B, beta, C ); in FLA_Syr2k_ln() 82 r_val = FLA_Syr2k_ln_unb_var4( alpha, A, B, beta, C ); in FLA_Syr2k_ln() 86 r_val = FLA_Syr2k_ln_unb_var5( alpha, A, B, beta, C ); in FLA_Syr2k_ln() 90 r_val = FLA_Syr2k_ln_unb_var6( alpha, A, B, beta, C ); in FLA_Syr2k_ln() 94 r_val = FLA_Syr2k_ln_unb_var7( alpha, A, B, beta, C ); in FLA_Syr2k_ln() 98 r_val = FLA_Syr2k_ln_unb_var8( alpha, A, B, beta, C ); in FLA_Syr2k_ln() 102 r_val = FLA_Syr2k_ln_unb_var9( alpha, A, B, beta, C ); in FLA_Syr2k_ln() [all …]
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/dports/math/libflame/libflame-5.2.0/src/blas/3/hemm/front/flamec/ |
H A D | FLA_Hemm_lu.c | 19 r_val = FLA_Hemm_lu_task( alpha, A, B, beta, C, cntl ); in FLA_Hemm_lu() 70 r_val = FLA_Hemm_lu_unb_var1( alpha, A, B, beta, C ); in FLA_Hemm_lu() 74 r_val = FLA_Hemm_lu_unb_var2( alpha, A, B, beta, C ); in FLA_Hemm_lu() 78 r_val = FLA_Hemm_lu_unb_var3( alpha, A, B, beta, C ); in FLA_Hemm_lu() 82 r_val = FLA_Hemm_lu_unb_var4( alpha, A, B, beta, C ); in FLA_Hemm_lu() 86 r_val = FLA_Hemm_lu_unb_var5( alpha, A, B, beta, C ); in FLA_Hemm_lu() 90 r_val = FLA_Hemm_lu_unb_var6( alpha, A, B, beta, C ); in FLA_Hemm_lu() 94 r_val = FLA_Hemm_lu_unb_var7( alpha, A, B, beta, C ); in FLA_Hemm_lu() 98 r_val = FLA_Hemm_lu_unb_var8( alpha, A, B, beta, C ); in FLA_Hemm_lu() 102 r_val = FLA_Hemm_lu_unb_var9( alpha, A, B, beta, C ); in FLA_Hemm_lu() [all …]
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H A D | FLA_Hemm_rl.c | 19 r_val = FLA_Hemm_rl_task( alpha, A, B, beta, C, cntl ); in FLA_Hemm_rl() 70 r_val = FLA_Hemm_rl_unb_var1( alpha, A, B, beta, C ); in FLA_Hemm_rl() 74 r_val = FLA_Hemm_rl_unb_var2( alpha, A, B, beta, C ); in FLA_Hemm_rl() 78 r_val = FLA_Hemm_rl_unb_var3( alpha, A, B, beta, C ); in FLA_Hemm_rl() 82 r_val = FLA_Hemm_rl_unb_var4( alpha, A, B, beta, C ); in FLA_Hemm_rl() 86 r_val = FLA_Hemm_rl_unb_var5( alpha, A, B, beta, C ); in FLA_Hemm_rl() 90 r_val = FLA_Hemm_rl_unb_var6( alpha, A, B, beta, C ); in FLA_Hemm_rl() 94 r_val = FLA_Hemm_rl_unb_var7( alpha, A, B, beta, C ); in FLA_Hemm_rl() 98 r_val = FLA_Hemm_rl_unb_var8( alpha, A, B, beta, C ); in FLA_Hemm_rl() 102 r_val = FLA_Hemm_rl_unb_var9( alpha, A, B, beta, C ); in FLA_Hemm_rl() [all …]
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