Searched refs:log1p (Results 1 – 3 of 3) sorted by relevance
860 double fResult = exp(-fA * ::boost::math::log1p(fTempA) in GetBeta()861 -fB * ::boost::math::log1p(fTempB)-fgm); in GetBeta()889 double fResult = -fA * ::boost::math::log1p(fTempA) in GetLogBeta()890 -fB * ::boost::math::log1p(fTempB)-fgm; in GetLogBeta()911 return fB + fB * ::boost::math::expm1((fB-1.0) * ::boost::math::log1p(-fX)); in GetBetaDistPDF()950 double fLogY = (fX < 0.1) ? ::boost::math::log1p(-fX) : log(0.5-fX+0.5); in GetBetaDistPDF()1031 return -::boost::math::expm1(fBeta * ::boost::math::log1p(-fXin)); in GetBetaDist()1037 double flnY = ::boost::math::log1p(-fXin); in GetBetaDist()
1141 fPayment = (fFv + fPv * exp( fNper * ::boost::math::log1p(fRate) ) ) * fRate / in ScGetRmz()1142 (::boost::math::expm1( (fNper + 1) * ::boost::math::log1p(fRate) ) - fRate); in ScGetRmz()1144 fPayment = (fFv + fPv * exp(fNper * ::boost::math::log1p(fRate) ) ) * fRate / in ScGetRmz()1145 ::boost::math::expm1( fNper * ::boost::math::log1p(fRate) ); in ScGetRmz()
205 inline double log1p(double fValue) in log1p() function
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