xlifepp – Functions – Z#
zairy#
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std::complex<double> xlifepp::zairy(const std::complex<double> &z, int id)#
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Airy function: Ai(z)
zbesselI#
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std::complex<double> xlifepp::zbesselI(const std::complex<double> &z, double order)#
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Modified Bessel function of the first kind: I_N(z)
zbesselJ#
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std::complex<double> xlifepp::zbesselJ(const std::complex<double> &z, double order)#
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Bessel function of the first kind: J_N(z)
zbesselK#
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std::complex<double> xlifepp::zbesselK(const std::complex<double> &z, double order)#
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Modified Bessel function of the second kind: K_N(z)
zbesselY#
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std::complex<double> xlifepp::zbesselY(const std::complex<double> &z, double order)#
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Bessel function of the second kind: Y_N(z)
zbiry#
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inline complex_t xlifepp::zbiry(const complex_t &z, DiffOpType d = _id)#
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Airy function: Bi(z) or Bi’(z)
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std::complex<double> xlifepp::zbiry(const std::complex<double> &z, int id)#
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Biry function: Bi(z)
zeroCurvatures#
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inline Vector<real_t> xlifepp::zeroCurvatures(const Point &p, const Point &d, bool fromParameters, Parameters &pars)#
zeroLines#
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static void xlifepp::zeroLines(MatrixEntry *mat, const std::vector<std::vector<std::pair<number_t, number_t>>> &lines)#
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set to 0 the coefficients of some lines given by storedLines
zeros#
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inline complex_t xlifepp::zeros(const complex_t &v)#
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inline real_t xlifepp::zeros(const real_t &v)#
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zero for scalars
zexpzE1z#
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complex_t xlifepp::zexpzE1z(const complex_t&)#
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return z*exp(z)*E1(z)
zhankel#
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std::complex<double> xlifepp::zhankel(const std::complex<double> &z, int kind, double order)#
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Hankel functions of the i-th kind: Hi_N(z)