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/dports/math/openturns/openturns-1.18/lib/src/Uncertainty/Distribution/
H A DBeta.cxx42 , beta_(2.0) in Beta()
59 , beta_(0.0) in Beta()
78 return (alpha_ == other.alpha_) && (beta_ == other.beta_) && in operator ==()
270 …a_, beta_) - (alpha_ - 1.0) * SpecFunc::Psi(alpha_) - (beta_ - 1.0) * SpecFunc::Psi(beta_) + ((alp… in computeEntropy()
283 …return Point(1, (b_ - a_) / (alpha_ + beta_) * std::sqrt(alpha_ * (beta_) / ((alpha_ + beta_) + 1.… in getStandardDeviation()
289 …int(1, 2.0 * ((alpha_ + beta_) - 2.0 * alpha_) / ((alpha_ + beta_) + 2.0) * std::sqrt(((alpha_ + b… in getSkewness()
295 …beta_)) * (2.0 * (alpha_ + beta_) * (alpha_ + beta_) + alpha_ * ((alpha_ + beta_) - 6.0) * (beta_)… in getKurtosis()
374 if (beta_ != beta) in setBeta()
376 beta_ = beta; in setBeta()
383 return beta_; in getBeta()
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H A DGumbel.cxx37 , beta_(1.0) in Gumbel()
49 , beta_(0.0) in Gumbel()
61 return (beta_ == other.beta_) && (gamma_ == other.gamma_); in operator ==()
77 << " beta=" << beta_ in __repr__()
208 …pdfGradient[0] = (x * (1.0 - expX) - beta_) * std::exp((-beta_ * expX - x) / beta_) / (beta_ * bet… in computePDFGradient()
222 cdfGradient[0] = -x * expX * std::exp(-expX) / (beta_ * beta_); in computeCDFGradient()
272 covariance_(0, 0) = SpecFunc::PI2_6 / ((1.0 / beta_) * (1.0 / beta_)); in computeCovariance()
300 if (beta != beta_) in setBeta()
302 beta_ = beta; in setBeta()
311 return beta_; in getBeta()
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H A DRayleigh.cxx37 , beta_(1.0) in Rayleigh()
49 , beta_(0.0) in Rayleigh()
62 return (beta_ == other.beta_) && (gamma_ == other.gamma_); in operator ==()
122 const Scalar beta2 = beta_ * beta_; in computeDDF()
134 const Scalar y = x / (beta_ * beta_); in computePDF()
144 const Scalar y = x / (beta_ * beta_); in computeLogPDF()
189 const Scalar beta2 = beta_ * beta_; in computePDFGradient()
191 const Scalar factor2 = (x - beta_) * (x + beta_); in computePDFGradient()
265 covariance_(0, 0) = 0.429203673205103380768678 * beta_ * beta_; in computeCovariance()
295 beta_ = beta; in setBeta()
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H A DPareto.cxx37 , beta_(1.0) in Pareto()
51 , beta_(beta) in Pareto()
127 result[0] = -alpha_ * (1.0 + alpha_) / (beta_ * beta_) * std::pow(beta_ / x, 2.0 + alpha_); in computeDDF()
138 return alpha_ / beta_ * std::pow(beta_ / x, 1.0 + alpha_); in computePDF()
146 return std::log(alpha_ / beta_) + (1.0 + alpha_) * std::log(beta_ / x); in computeLogPDF()
211 result[0] = - alpha_ * std::pow(beta_ / x, alpha_) / beta_; in computeCDFGradient()
212 result[1] = - std::pow(beta_ / x, alpha_) * std::log(beta_ / x); in computeCDFGradient()
280 point[0] = beta_; in getParameter()
308 if (beta != beta_) in setBeta()
310 beta_ = beta; in setBeta()
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H A DLogistic.cxx38 , beta_(1.0) in Logistic()
50 , beta_(0.0) in Logistic()
62 return (mu_ == other.mu_) && (beta_ == other.beta_); in operator ==()
79 << " beta=" << beta_; in __repr__()
184 return 2.0 + std::log(beta_); in computeEntropy()
203 Scalar x = (point[0] - mu_) / beta_; in computePDFGradient()
269 covariance_(0, 0) = SpecFunc::PI2_3 * beta_ * beta_; in computeCovariance()
316 point[1] = beta_; in getParameter()
364 if (beta != beta_) in setBeta()
366 beta_ = beta; in setBeta()
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H A DMarshallOlkinCopula.cxx38 , beta_(0.5) in MarshallOlkinCopula()
68 return ((alpha_ == other.alpha_) && (beta_ == other.beta_)); in operator ==()
85 << " beta=" << beta_; in __repr__()
129 p = u * std::pow(v, 1 - beta_); in computeCDF()
140 point[1] = beta_; in getParameter()
178 beta_ = beta; in setBeta()
185 return beta_; in getBeta()
202 tauKendall(1, 0) = alpha_ * beta_ / (alpha_ + beta_ - alpha_ * beta_); in getKendallTau()
222 rho(1, 0) = 3 * alpha_ * beta_ / (2 * alpha_ + 2 * beta_ - alpha_ * beta_); in getSpearmanCorrelation()
288 adv.saveAttribute( "beta_", beta_ ); in save()
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H A DRice.cxx39 , beta_(-1.0) in Rice()
54 , beta_(0.0) in Rice()
69 return (beta_ == other.beta_) && (nu_ == other.nu_); in operator ==()
85 << " beta=" << beta_ in __repr__()
130 const Scalar xScaled = x / beta_; in computePDF()
189 const Scalar beta2 = beta_ * beta_; in getStandardMoment()
206 covariance = 2.0 * beta_ * beta_ + (nu_ - mu) * (nu_ + mu); in computeCovariance()
214 return {beta_, nu_}; in getParameter()
235 if (beta != beta_) in setBeta()
237 beta_ = beta; in setBeta()
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H A DFrechet.cxx39 , beta_(beta) in Frechet()
55 return (beta_ == other.beta_) && (alpha_ == other.alpha_) && (gamma_ == other.gamma_); in operator ==()
71 << " beta=" << beta_ in __repr__()
120 const Scalar y = x / beta_; in computeDDF()
149 …return std::log(alpha_ / beta_) + (-1.0 - alpha_) * std::log(x / beta_) - std::pow(x / beta_, -alp… in computeLogPDF()
173 point[0] = beta_; in getParameter()
208 …ogCdfm1 * cdf / (beta_ * beta_) - alpha_ * logCdfm1 * (-alpha_ - 1.0) * cdf / (beta_ * beta_) - al… in computePDFGradient()
209 …log((x - gamma_) / beta_) / beta_ - alpha_ * logCdf * logCdfm1 * cdf * std::log((x - gamma_) / bet… in computePDFGradient()
334 if (beta != beta_) in setBeta()
336 beta_ = beta; in setBeta()
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H A DNormalGamma.cxx46 , beta_(1.0) in NormalGamma()
62 , beta_(beta) in NormalGamma()
121 mean_ = {mu_, alpha_ / beta_}; in computeMean()
131 covariance_(1, 1) = alpha_ / (beta_ * beta_); in computeCovariance()
176 , beta_(beta) in KernelProbability()
233 << ", beta=" << beta_ in __str__()
245 Scalar beta_; member in NormalGammaFunctions::KernelProbability
359 << " beta=" << beta_; in __repr__()
431 if (!(beta == beta_)) in setBeta()
434 beta_ = beta; in setBeta()
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H A DWeibullMax.cxx38 , beta_(1.0) in WeibullMax()
52 , beta_(0.0) in WeibullMax()
65 return (beta_ == other.beta_) && (alpha_ == other.alpha_) && (gamma_ == other.gamma_); in operator ==()
81 << " beta=" << beta_ in __repr__()
146 const Scalar y = -x / beta_; in computeLogPDF()
184 const Scalar u = x * beta_; in computeCharacteristicFunction()
317 point[0] = beta_; in getParameter()
345 if (beta != beta_) in setBeta()
347 beta_ = beta; in setBeta()
356 return beta_; in getBeta()
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H A DWeibullMin.cxx38 , beta_(1.0) in WeibullMin()
52 , beta_(0.0) in WeibullMin()
65 return (beta_ == other.beta_) && (alpha_ == other.alpha_) && (gamma_ == other.gamma_); in operator ==()
81 << " beta=" << beta_ in __repr__()
146 const Scalar y = x / beta_; in computeLogPDF()
184 const Scalar u = x * beta_; in computeCharacteristicFunction()
326 point[0] = beta_; in getParameter()
354 if (beta != beta_) in setBeta()
356 beta_ = beta; in setBeta()
365 return beta_; in getBeta()
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/dports/math/openturns/openturns-1.18/lib/src/Uncertainty/Algorithm/OrthogonalBasis/
H A DJacobiFactory.cxx36 , beta_(1.0) in JacobiFactory()
48 , beta_(0.0) in JacobiFactory()
53 beta_ = beta; in JacobiFactory()
58 beta_ = alpha - 1.0; in JacobiFactory()
77 const Scalar factor = 0.5 * sqrt((alpha_ + beta_ + 3.0) / ((alpha_ + 1.0) * (beta_ + 1.0))); in getRecurrenceCoefficients()
80 if (alpha_ != beta_) recurrenceCoefficients[1] = (alpha_ - beta_) * factor; in getRecurrenceCoefficients()
85 const Scalar nBetaP1 = n + beta_ + 1; in getRecurrenceCoefficients()
91 …if (alpha_ != beta_) recurrenceCoefficients[1] = factor2 * (alpha_ - beta_) * (alpha_ + beta_) / (… in getRecurrenceCoefficients()
102 …5 * epsilon / (-1.0 + beta_) + beta_ * (3.0 - 3.125 * epsilon)) * sqrt(2.0 * (1.0 + beta_) / (beta… in getRecurrenceCoefficients()
119 return beta_; in getBeta()
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/dports/math/openturns/openturns-1.18/lib/src/Base/Solver/
H A DFehlberg.cxx38 , beta_(0) in Fehlberg()
65 beta_[ 0] = 1.0; in Fehlberg()
76 beta_[ 0] = 1.0 / 2.0; in Fehlberg()
92 beta_[ 0] = 1.0 / 4.0; in Fehlberg()
114 beta_[0] = 1.0 / 4.0; in Fehlberg()
115 beta_[1] = 4.0 / 81.0; in Fehlberg()
120 beta_[6] = 1.0 / 6.0; in Fehlberg()
121 beta_[7] = 0.0; in Fehlberg()
143 beta_[ 0] = 1.0 / 4.0; in Fehlberg()
150 beta_[ 7] = -8.0; in Fehlberg()
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/dports/finance/quantlib/QuantLib-1.20/ql/math/integrals/
H A Dgaussianorthogonalpolynomial.cpp93 : alpha_(alpha), beta_ (beta) { in GaussJacobiPolynomial()
100 return std::pow(2.0, alpha_+beta_+1) in mu_0()
107 Real num = beta_*beta_ - alpha_*alpha_; in alpha()
108 Real denom = (2.0*i+alpha_+beta_)*(2.0*i+alpha_+beta_+2); in alpha()
116 num = 2*beta_; in alpha()
117 denom= 2*(2.0*i+alpha_+beta_+1); in alpha()
127 Real num = 4.0*i*(i+alpha_)*(i+beta_)*(i+alpha_+beta_); in beta()
128 Real denom = (2.0*i+alpha_+beta_)*(2.0*i+alpha_+beta_) in beta()
129 * ((2.0*i+alpha_+beta_)*(2.0*i+alpha_+beta_)-1); in beta()
136 num = 4.0*i*(i+beta_)* (2.0*i+2*alpha_+beta_); in beta()
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/dports/misc/vxl/vxl-3.3.2/contrib/brl/bbas/bsta/
H A Dbsta_beta.h27 bsta_beta() : alpha_(T(0.00001)), beta_(T(0.00001)) {} in bsta_beta()
30 bsta_beta(T alpha, T beta) : alpha_(alpha), beta_(beta) in bsta_beta()
31 { if (alpha_< 0) alpha_=T(0.00001); if (beta_<0) beta_=T(0.00001); } in bsta_beta()
40 T beta() const { return beta_; } in beta()
44 alpha_=alpha; beta_=beta; in set_alpha_beta()
47 if (beta_ <0) in set_alpha_beta()
48 beta_=T(0.00001); in set_alpha_beta()
57 T mean() const { return alpha_/(alpha_+beta_); } in mean()
59 T var() const { T t=alpha_+beta_; return (alpha_*beta_)/(t*t*(t+1)); } in var()
63 T beta_; variable
/dports/science/clhep/2.4.1.0/CLHEP/Vector/Vector/
H A DBoostX.icc19 beta_ (b.beta_),
23 beta_ = b.beta_;
37 return beta_;
108 return beta_ == b.beta_;
111 return beta_ != b.beta_;
114 return beta_ <= b.beta_;
117 return beta_ >= b.beta_;
120 return beta_ < b.beta_;
123 return beta_ > b.beta_;
156 double bg = beta_*gamma_;
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H A DBoostY.icc19 beta_ (b.beta_),
23 beta_ = b.beta_;
37 return beta_;
108 return beta_ == b.beta_;
111 return beta_ != b.beta_;
114 return beta_ <= b.beta_;
117 return beta_ >= b.beta_;
120 return beta_ < b.beta_;
123 return beta_ > b.beta_;
157 double bg = beta_*gamma_;
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H A DBoostZ.icc19 beta_ (b.beta_),
23 beta_ = b.beta_;
37 return beta_;
108 return beta_ == b.beta_;
111 return beta_ != b.beta_;
114 return beta_ <= b.beta_;
117 return beta_ >= b.beta_;
120 return beta_ < b.beta_;
123 return beta_ > b.beta_;
156 double bg = beta_*gamma_;
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/dports/science/ALPSCore/ALPSCore-2.2.0/gf/include/alps/gf/
H A Dmesh.hpp175 double beta_; member in alps::gf::matsubara_mesh
238 swap(this->beta_, other.beta_); in swap()
354 double beta_; member in alps::gf::itime_mesh
374 itime_mesh(const itime_mesh&rhs): beta_(rhs.beta_), ntau_(rhs.ntau_), in itime_mesh()
482 double dtau=last_point_included_?beta_/(ntau_-1):beta_/ntau_; in compute_points()
494 double beta_; member in alps::gf::power_mesh
899 double beta_; member in alps::gf::legendre_mesh
954 swap(this->beta_, other.beta_); in swap()
1046 double beta_; member in alps::gf::numerical_mesh
1129 swap(this->beta_, other.beta_); in swap()
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/dports/science/py-lifelines/lifelines-0.19.5/lifelines/fitters/
H A Dlog_logistic_aft_fitter.py51 beta_ = np.exp(np.dot(Xs[1], beta_params))
52 return np.log1p((T / alpha_) ** beta_)
61 beta_ = np.exp(log_beta_)
63 …ta_ - log_alpha_ + np.expm1(log_beta_) * (np.log(T) - log_alpha_) - np.log1p((T / alpha_) ** beta_)
93 alpha_, beta_ = self._prep_inputs_for_prediction_and_return_scores(X, ancillary_X)
95 return pd.DataFrame(alpha_ * (1 / p - 1) ** beta_, index=_get_index(X))
123 alpha_, beta_ = self._prep_inputs_for_prediction_and_return_scores(X, ancillary_X)
124 v = (alpha_ * np.pi / beta_) / np.sin(np.pi / beta_)
125 v = np.where(beta_ > 1, v, np.nan)
153 alpha_, beta_ = self._prep_inputs_for_prediction_and_return_scores(X, ancillary_X)
[all …]
/dports/science/dakota/dakota-6.13.0-release-public.src-UI/packages/external/trilinos/packages/rol/src/step/krylov/
H A DROL_Lanczos.hpp112 beta_.reserve(maxit_); in allocate()
126 beta_.reserve(maxit_); in allocate()
180 beta_[0] = Q_[0]->norm(); in reset()
182 Q_[0]->scale(1.0/beta_[0]); in reset()
191 beta_[0] = Q_[0]->norm(); in reset()
193 Q_[0]->scale(1.0/beta_[0]); in reset()
206 u_->axpy(-beta_[k],V_[k_-1]); in iterate()
220 beta_[k+1] = u_->norm(); in iterate()
250 du_ = beta_; in eigenvalues()
274 dl_ = beta_; in solve()
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/dports/math/openturns/openturns-1.18/python/src/
H A DSORM_doc.i.in43 P_{Breitung} = E(-\beta_{HL})\prod_{i=1}^{n-1} \frac{1}{\sqrt{1 + \beta_{HL}\kappa_i}}
46 distributions in the standard space and :math:`\beta_{HL}` is the Hasofer-Lind
56 \displaystyle P_{Hohenbichler} = \Phi(-\beta_{HL})
58 1 + \frac{\phi(\beta_{HL})}{\Phi(-\beta_{HL})}\kappa_i
75 \Phi(-\beta_{HL}) \prod_{i=1}^{N-1} \left( 1 + \beta_{HL} \kappa_i \right) ^{-1/2}\\
77 \left[ \beta_{HL} \Phi(-\beta_{HL}) - \phi(\beta_{HL}) \right]
78 \left[ \prod_{j=1}^{N-1} \left( 1 + \beta_{HL} \kappa_i \right) ^{-1/2} -
79 \prod_{j=1}^{N-1} \left( 1 + (1 + \beta_{HL}) \kappa_i \right) ^{-1/2}
81 \displaystyle A_3 & = & \displaystyle (1 + \beta_{HL})
82 \left[ \beta_{HL} \Phi(-\beta_{HL}) - \phi(\beta_{HL}) \right]
[all …]
/dports/math/openturns/openturns-1.18/validation/src/
H A DValidFrechet.py5 x, gamma_, beta_, alpha_ = symbols('x gamma_ beta_ alpha_') variable
6 cdf = exp(-((x-gamma_)/beta_)**(-alpha_))
8 print('dcdf/dbeta',diff(cdf, beta_))
10 pdf = alpha_/beta_*((x-gamma_)/beta_)**(-1.-alpha_)*exp(-((x-gamma_)/beta_)**(-alpha_))
12 print('dpdf/dbeta',diff(pdf, beta_))
/dports/www/qt5-webengine/qtwebengine-everywhere-src-5.15.2/src/3rdparty/chromium/services/device/generic_sensor/
H A Drelative_orientation_euler_angles_fusion_algorithm_using_accelerometer_and_gyroscope.cc33 beta_ = 0.0; in Reset()
88 beta_ = kBias * (beta_ + gyro_x * dt) + in GetFusedDataInternal()
91 beta_ = std::fmod(beta_, 2 * base::kPiDouble); in GetFusedDataInternal()
92 if (beta_ >= base::kPiDouble) in GetFusedDataInternal()
93 beta_ -= 2 * base::kPiDouble; in GetFusedDataInternal()
94 else if (beta_ < -base::kPiDouble) in GetFusedDataInternal()
95 beta_ += 2 * base::kPiDouble; in GetFusedDataInternal()
107 fused_reading->orientation_euler.x = gfx::RadToDeg(beta_); in GetFusedDataInternal()
/dports/www/chromium-legacy/chromium-88.0.4324.182/services/device/generic_sensor/
H A Drelative_orientation_euler_angles_fusion_algorithm_using_accelerometer_and_gyroscope.cc33 beta_ = 0.0; in Reset()
88 beta_ = kBias * (beta_ + gyro_x * dt) + in GetFusedDataInternal()
91 beta_ = std::fmod(beta_, 2 * base::kPiDouble); in GetFusedDataInternal()
92 if (beta_ >= base::kPiDouble) in GetFusedDataInternal()
93 beta_ -= 2 * base::kPiDouble; in GetFusedDataInternal()
94 else if (beta_ < -base::kPiDouble) in GetFusedDataInternal()
95 beta_ += 2 * base::kPiDouble; in GetFusedDataInternal()
107 fused_reading->orientation_euler.x = gfx::RadToDeg(beta_); in GetFusedDataInternal()

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