Searched refs:f_beta (Results 1 – 7 of 7) sorted by relevance
/dports/multimedia/vlc/vlc-3.0.16/modules/audio_filter/ |
H A D | equalizer.c | 109 float *f_beta; member 211 float f_beta; member 257 p_eqz_config->band[i].f_beta = in EqzCoeffs() 295 p_sys->f_beta = vlc_alloc( p_sys->i_band, sizeof(float) ); in EqzInit() 297 if( !p_sys->f_alpha || !p_sys->f_beta || !p_sys->f_gamma ) in EqzInit() 303 p_sys->f_beta[i] = cfg.band[i].f_beta; in EqzInit() 378 p_sys->f_alpha[i], p_sys->f_beta[i], p_sys->f_gamma[i]); in EqzInit() 384 free( p_sys->f_beta ); in EqzInit() 407 p_sys->f_beta[j] * p_sys->y[ch][j][1]; in EqzFilter() 426 p_sys->f_beta[j] * p_sys->y2[ch][j][1]; in EqzFilter() [all …]
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/dports/science/afni/afni-AFNI_21.3.16/src/ |
H A D | balloon.c | 69 #define f_beta 1.866 macro 92 return(pow(v, f_alpha) + f_beta*(v-1.0)); 123 *ddv_dvdt = (-1.0/tau_0)*(f_alpha*pow(*v, f_alpha-1.0) + f_beta);
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/dports/science/cantera/cantera-2.5.1-611-gc4d6ecc15/include/cantera/numerics/ |
H A D | ctlapack.h | 224 doublereal f_alpha = alpha, f_beta = beta; in ct_dgemv() local 228 &f_lda, x, &f_incX, &f_beta, y, &f_incY, trsize); in ct_dgemv() 231 &f_lda, x, &f_incX, &f_beta, y, &f_incY); in ct_dgemv()
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/dports/science/dakota/dakota-6.13.0-release-public.src-UI/src/ |
H A D | GaussProcApproximation.cpp | 630 RealMatrix f_beta(1, 1, false); in predict() local 631 f_beta.multiply(Teuchos::NO_TRANS, Teuchos::NO_TRANS, 1., f_xstar, in predict() 634 approxValue = approx_val(0,0) + f_beta(0,0); in predict()
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/dports/math/libqalculate/libqalculate-3.17.0/libqalculate/ |
H A D | Calculator.h | 356 …MathFunction *f_zeta, *f_gamma, *f_digamma, *f_beta, *f_airy, *f_besselj, *f_bessely, *f_erf, *f_e… variable
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H A D | Calculator.cc | 1585 f_beta = addFunction(new BetaFunction()); in addBuiltinFunctions() 2583 case FUNCTION_ID_BETA: {return f_beta;} in getFunctionById()
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/dports/math/gap/gap-4.11.0/pkg/qpa-version-1.30/lib/ |
H A D | modulehom.gi | 3419 f_alpha, f_beta, g_alpha, g_beta, q, B, genImages, delta, 3531 f_beta := KernelInclusion(fsplit*fn); 3538 if Dimension(Source(f_beta)) = 0 and Dimension(Source(g_beta)) = 0 then 3553 recursiveIOM := IsomorphismOfModules(Source(f_beta),Source(g_beta)); 3557 # IsSplitMonomorphism(f_beta) * (recursiveIOM * g_beta); 3559 RightInverseOfHomomorphism(f_beta) * (recursiveIOM * g_beta);
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