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Searched refs:evaluatePolynomial (Results 1 – 25 of 34) sorted by relevance

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/dports/finance/hs-hledger-web/hledger-web-1.19/_cabal_deps/math-functions-0.3.4.1/Numeric/
H A DPolynomial.hs13 evaluatePolynomial
32 evaluatePolynomial :: (Vector v a, Num a)
37 evaluatePolynomial x v function
51 = evaluatePolynomial (x*x)
64 = x * evaluatePolynomial (x*x) coefs
77 evaluatePolynomialL x = evaluatePolynomial x . V.fromList
/dports/finance/hs-hledger-ui/hledger-ui-1.19/_cabal_deps/math-functions-0.3.4.2/Numeric/
H A DPolynomial.hs13 evaluatePolynomial
32 evaluatePolynomial :: (Vector v a, Num a)
37 evaluatePolynomial x v function
51 = evaluatePolynomial (x*x)
64 = x * evaluatePolynomial (x*x) coefs
77 evaluatePolynomialL x = evaluatePolynomial x . V.fromList
/dports/finance/hs-hledger/hledger-1.19/_cabal_deps/math-functions-0.3.4.1/Numeric/
H A DPolynomial.hs13 evaluatePolynomial
32 evaluatePolynomial :: (Vector v a, Num a)
37 evaluatePolynomial x v function
51 = evaluatePolynomial (x*x)
64 = x * evaluatePolynomial (x*x) coefs
77 evaluatePolynomialL x = evaluatePolynomial x . V.fromList
/dports/devel/hs-spago/spago-0.20.3/_cabal_deps/math-functions-0.3.4.2/Numeric/
H A DPolynomial.hs13 evaluatePolynomial
32 evaluatePolynomial :: (Vector v a, Num a)
37 evaluatePolynomial x v function
51 = evaluatePolynomial (x*x)
64 = x * evaluatePolynomial (x*x) coefs
77 evaluatePolynomialL x = evaluatePolynomial x . V.fromList
/dports/devel/hs-haskell-language-server/haskell-language-server-1.4.0/_cabal_deps/math-functions-0.3.4.2/Numeric/
H A DPolynomial.hs13 evaluatePolynomial
32 evaluatePolynomial :: (Vector v a, Num a)
37 evaluatePolynomial x v function
51 = evaluatePolynomial (x*x)
64 = x * evaluatePolynomial (x*x) coefs
77 evaluatePolynomialL x = evaluatePolynomial x . V.fromList
/dports/misc/hs-hascard/hascard-0.3.0.1/_cabal_deps/math-functions-0.3.4.2/Numeric/
H A DPolynomial.hs13 evaluatePolynomial
32 evaluatePolynomial :: (Vector v a, Num a)
37 evaluatePolynomial x v function
51 = evaluatePolynomial (x*x)
64 = x * evaluatePolynomial (x*x) coefs
77 evaluatePolynomialL x = evaluatePolynomial x . V.fromList
/dports/www/firefox-legacy/firefox-52.8.0esr/dom/media/webaudio/blink/
H A DIIRFilter.cpp37 static std::complex<double> evaluatePolynomial(const double* coef, std::complex<double> z, int orde… in evaluatePolynomial() function
130 …std::complex<double> numerator = evaluatePolynomial(m_feedforward->Elements(), zRecip, m_feedforwa… in getFrequencyResponse()
131 …std::complex<double> denominator = evaluatePolynomial(m_feedback->Elements(), zRecip, m_feedback->… in getFrequencyResponse()
/dports/www/firefox-esr/firefox-91.8.0/dom/media/webaudio/blink/
H A DIIRFilter.cpp40 static std::complex<double> evaluatePolynomial(const double* coef, in evaluatePolynomial() function
136 std::complex<double> numerator = evaluatePolynomial( in getFrequencyResponse()
138 std::complex<double> denominator = evaluatePolynomial( in getFrequencyResponse()
/dports/www/firefox/firefox-99.0/dom/media/webaudio/blink/
H A DIIRFilter.cpp40 static std::complex<double> evaluatePolynomial(const double* coef, in evaluatePolynomial() function
136 std::complex<double> numerator = evaluatePolynomial( in getFrequencyResponse()
138 std::complex<double> denominator = evaluatePolynomial( in getFrequencyResponse()
/dports/mail/thunderbird/thunderbird-91.8.0/dom/media/webaudio/blink/
H A DIIRFilter.cpp40 static std::complex<double> evaluatePolynomial(const double* coef, in evaluatePolynomial() function
136 std::complex<double> numerator = evaluatePolynomial( in getFrequencyResponse()
138 std::complex<double> denominator = evaluatePolynomial( in getFrequencyResponse()
/dports/lang/spidermonkey60/firefox-60.9.0/dom/media/webaudio/blink/
H A DIIRFilter.cpp39 static std::complex<double> evaluatePolynomial(const double* coef, in evaluatePolynomial() function
134 std::complex<double> numerator = evaluatePolynomial( in getFrequencyResponse()
136 std::complex<double> denominator = evaluatePolynomial( in getFrequencyResponse()
/dports/lang/spidermonkey78/firefox-78.9.0/dom/media/webaudio/blink/
H A DIIRFilter.cpp39 static std::complex<double> evaluatePolynomial(const double* coef, in evaluatePolynomial() function
134 std::complex<double> numerator = evaluatePolynomial( in getFrequencyResponse()
136 std::complex<double> denominator = evaluatePolynomial( in getFrequencyResponse()
/dports/net-p2p/go-ethereum/go-ethereum-1.10.14/vendor/github.com/consensys/gnark-crypto/ecc/bw6-761/fr/fft/
H A Dfft_test.go60 eval := evaluatePolynomial(backupPol, sample)
87 eval := evaluatePolynomial(backupPol, sample)
195 func evaluatePolynomial(pol []fr.Element, val fr.Element) fr.Element { func
/dports/net-p2p/go-ethereum/go-ethereum-1.10.14/vendor/github.com/consensys/gnark-crypto/ecc/bls12-381/fr/fft/
H A Dfft_test.go60 eval := evaluatePolynomial(backupPol, sample)
87 eval := evaluatePolynomial(backupPol, sample)
195 func evaluatePolynomial(pol []fr.Element, val fr.Element) fr.Element { func
/dports/net-p2p/go-ethereum/go-ethereum-1.10.14/vendor/github.com/consensys/gnark-crypto/ecc/bls12-377/fr/fft/
H A Dfft_test.go60 eval := evaluatePolynomial(backupPol, sample)
87 eval := evaluatePolynomial(backupPol, sample)
195 func evaluatePolynomial(pol []fr.Element, val fr.Element) fr.Element { func
/dports/net-p2p/go-ethereum/go-ethereum-1.10.14/vendor/github.com/consensys/gnark-crypto/ecc/bn254/fr/fft/
H A Dfft_test.go60 eval := evaluatePolynomial(backupPol, sample)
87 eval := evaluatePolynomial(backupPol, sample)
195 func evaluatePolynomial(pol []fr.Element, val fr.Element) fr.Element { func
/dports/net-p2p/go-ethereum/go-ethereum-1.10.14/vendor/github.com/consensys/gnark-crypto/internal/generator/fft/template/tests/
H A Dfft.go.tmpl43 eval := evaluatePolynomial(backupPol, sample)
70 eval := evaluatePolynomial(backupPol, sample)
178 func evaluatePolynomial(pol []fr.Element, val fr.Element) fr.Element {
/dports/finance/hs-hledger-ui/hledger-ui-1.19/_cabal_deps/math-functions-0.3.4.2/Numeric/SpecFunctions/
H A DInternal.hs29 import Numeric.Polynomial (evaluatePolynomial, evaluatePolynomialL, evaluateEvenPolyno…
179 = r * y + r * ( evaluatePolynomial zm1 tableLogGamma_1_15P
180 / evaluatePolynomial zm1 tableLogGamma_1_15Q
215 = r * y + r * ( evaluatePolynomial (-zm2) tableLogGamma_15_2P
216 / evaluatePolynomial (-zm2) tableLogGamma_15_2Q
250 = r * y + r * ( evaluatePolynomial zm2 tableLogGamma_2_3P
251 / evaluatePolynomial zm2 tableLogGamma_2_3Q
/dports/finance/hs-hledger/hledger-1.19/_cabal_deps/math-functions-0.3.4.1/Numeric/SpecFunctions/
H A DInternal.hs29 import Numeric.Polynomial (evaluatePolynomial, evaluatePolynomialL, evaluateEvenPolyno…
179 = r * y + r * ( evaluatePolynomial zm1 tableLogGamma_1_15P
180 / evaluatePolynomial zm1 tableLogGamma_1_15Q
215 = r * y + r * ( evaluatePolynomial (-zm2) tableLogGamma_15_2P
216 / evaluatePolynomial (-zm2) tableLogGamma_15_2Q
250 = r * y + r * ( evaluatePolynomial zm2 tableLogGamma_2_3P
251 / evaluatePolynomial zm2 tableLogGamma_2_3Q
/dports/finance/hs-hledger-web/hledger-web-1.19/_cabal_deps/math-functions-0.3.4.1/Numeric/SpecFunctions/
H A DInternal.hs29 import Numeric.Polynomial (evaluatePolynomial, evaluatePolynomialL, evaluateEvenPolyno…
179 = r * y + r * ( evaluatePolynomial zm1 tableLogGamma_1_15P
180 / evaluatePolynomial zm1 tableLogGamma_1_15Q
215 = r * y + r * ( evaluatePolynomial (-zm2) tableLogGamma_15_2P
216 / evaluatePolynomial (-zm2) tableLogGamma_15_2Q
250 = r * y + r * ( evaluatePolynomial zm2 tableLogGamma_2_3P
251 / evaluatePolynomial zm2 tableLogGamma_2_3Q
/dports/devel/hs-spago/spago-0.20.3/_cabal_deps/math-functions-0.3.4.2/Numeric/SpecFunctions/
H A DInternal.hs29 import Numeric.Polynomial (evaluatePolynomial, evaluatePolynomialL, evaluateEvenPolyno…
179 = r * y + r * ( evaluatePolynomial zm1 tableLogGamma_1_15P
180 / evaluatePolynomial zm1 tableLogGamma_1_15Q
215 = r * y + r * ( evaluatePolynomial (-zm2) tableLogGamma_15_2P
216 / evaluatePolynomial (-zm2) tableLogGamma_15_2Q
250 = r * y + r * ( evaluatePolynomial zm2 tableLogGamma_2_3P
251 / evaluatePolynomial zm2 tableLogGamma_2_3Q
/dports/devel/hs-haskell-language-server/haskell-language-server-1.4.0/_cabal_deps/math-functions-0.3.4.2/Numeric/SpecFunctions/
H A DInternal.hs29 import Numeric.Polynomial (evaluatePolynomial, evaluatePolynomialL, evaluateEvenPolyno…
179 = r * y + r * ( evaluatePolynomial zm1 tableLogGamma_1_15P
180 / evaluatePolynomial zm1 tableLogGamma_1_15Q
215 = r * y + r * ( evaluatePolynomial (-zm2) tableLogGamma_15_2P
216 / evaluatePolynomial (-zm2) tableLogGamma_15_2Q
250 = r * y + r * ( evaluatePolynomial zm2 tableLogGamma_2_3P
251 / evaluatePolynomial zm2 tableLogGamma_2_3Q
/dports/misc/hs-hascard/hascard-0.3.0.1/_cabal_deps/math-functions-0.3.4.2/Numeric/SpecFunctions/
H A DInternal.hs29 import Numeric.Polynomial (evaluatePolynomial, evaluatePolynomialL, evaluateEvenPolyno…
179 = r * y + r * ( evaluatePolynomial zm1 tableLogGamma_1_15P
180 / evaluatePolynomial zm1 tableLogGamma_1_15Q
215 = r * y + r * ( evaluatePolynomial (-zm2) tableLogGamma_15_2P
216 / evaluatePolynomial (-zm2) tableLogGamma_15_2Q
250 = r * y + r * ( evaluatePolynomial zm2 tableLogGamma_2_3P
251 / evaluatePolynomial zm2 tableLogGamma_2_3Q
/dports/finance/hs-hledger/hledger-1.19/_cabal_deps/math-functions-0.3.4.1/bench/
H A Dbench.hs111 …$ [ bench ("vector_"++show (U.length coefs)) $ nf (\x -> evaluatePolynomial x coefs) (1 :: Double)
/dports/finance/hs-hledger-ui/hledger-ui-1.19/_cabal_deps/math-functions-0.3.4.2/bench/
H A Dbench.hs111 …$ [ bench ("vector_"++show (U.length coefs)) $ nf (\x -> evaluatePolynomial x coefs) (1 :: Double)

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