本文整理汇总了C++中complex::as_gsl_type方法的典型用法代码示例。如果您正苦于以下问题：C++ complex::as_gsl_type方法的具体用法？C++ complex::as_gsl_type怎么用？C++ complex::as_gsl_type使用的例子？那么恭喜您, 这里精选的方法代码示例或许可以为您提供帮助。您也可以进一步了解该方法所在类complex的用法示例。
在下文中一共展示了complex::as_gsl_type方法的10个代码示例，这些例子默认根据受欢迎程度排序。您可以为喜欢或者感觉有用的代码点赞，您的评价将有助于系统推荐出更棒的C++代码示例。
示例1:
/** Constructor */
vector<complex>::vector(const size_t& size, const complex& z)
{
_vector = gsl_vector_complex_alloc(size);
gsl_vector_complex_set_all(_vector, z.as_gsl_type());
}示例2: arccoth
/** Inverse hyperbolic cotangent
\ingroup complex
\param[in] z Complex number
\return \f$ \mathrm{acoth}(z) \f$*/
complex arccoth(const complex& z)
{
return complex(gsl_complex_arccoth(z.as_gsl_type()));
}示例3: tanh
/** Hyperbolic tangent
\ingroup complex
\param[in] z Complex number
\return \f$ \tanh z \f$*/
complex tanh(const complex& z)
{
return complex(gsl_complex_tanh(z.as_gsl_type()));
}示例4: csch
/** Hyperbolic cosecant
\ingroup complex
\param[in] z Complex number
\return \f$ \mathrm{csch} z \f$*/
complex csch(const complex& z)
{
return complex(gsl_complex_csch(z.as_gsl_type()));
}示例5: pow
/** Complex number to the x real order
\ingroup complex
\param[in] z Complex number
\param[in] x Real number
\return \f$ z^x \f$ */
complex pow(const complex& z, const double x)
{
return complex(gsl_complex_pow_real(z.as_gsl_type(), x));
}示例6: sec
/** Secant
\ingroup complex
\param[in] z Complex number
\return \f$ \sec z \f$*/
complex sec(const complex& z)
{
return complex(gsl_complex_sec(z.as_gsl_type()));
}示例7: sqrt
/** Square root of a complex number
\ingroup complex
\param[in] z Complex number
\return \f$ \sqrt z \f$*/
complex sqrt(const complex& z)
{
return complex(gsl_complex_sqrt(z.as_gsl_type()));
}示例8: log
/** Logarithm of a complex number (base b)
\ingroup complex
\param[in] z Complex number
\param[in] b Complex number
\return \f$ \log_b z \f$*/
complex log(const complex& z,
const complex& b)
{
return complex(gsl_complex_log_b(z.as_gsl_type(),b.as_gsl_type()));
}示例9: complex
/** Logarithm of a complex number (base 10)
\ingroup complex
\param[in] z Complex number
\return \f$ \log_{10} z \f$*/
complex log10(const complex& z)
{
return complex(gsl_complex_log10(z.as_gsl_type()));
}示例10: exp
/** exponentioal of a complex number
\ingroup complex
\param[in] z Complex number
\return \f$ e^z \f$*/
complex exp(const complex& z)
{
return complex(gsl_complex_exp(z.as_gsl_type()));
}