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< div class = "title" > cexp.c File Reference< / div > < / div >
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< div class = "textblock" > < code > #include " < a class = "el" href = "cplex_2prim_8h_source.html" > prim.h< / a > " < / code > < br / >
< code > #include " < a class = "el" href = "math_8h_source.html" > math.h< / a > " < / code > < br / >
< code > #include " < a class = "el" href = "complex_8h_source.html" > complex.h< / a > " < / code > < br / >
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Include dependency graph for cexp.c:< / div >
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< p > < a href = "cexp_8c_source.html" > Go to the source code of this file.< / a > < / p >
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Functions< / h2 > < / td > < / tr >
< tr class = "memitem:abf3bfbb727779504c9ddb7023d14fed0" > < td class = "memItemLeft" align = "right" valign = "top" > < a class = "el" href = "unioncomplex.html" > complex< / a >   < / td > < td class = "memItemRight" valign = "bottom" > < a class = "el" href = "cexp_8c.html#abf3bfbb727779504c9ddb7023d14fed0" > cexp< / a > (< a class = "el" href = "unioncomplex.html" > complex< / a > z)< / td > < / tr >
< tr class = "memdesc:abf3bfbb727779504c9ddb7023d14fed0" > < td class = "mdescLeft" >   < / td > < td class = "mdescRight" > Returns e to the power of a complex number. < a href = "#abf3bfbb727779504c9ddb7023d14fed0" > More...< / a > < br / > < / td > < / tr >
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< h2 class = "groupheader" > Function Documentation< / h2 >
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< td class = "memname" > < a class = "el" href = "unioncomplex.html" > complex< / a > cexp < / td >
< td > (< / td >
< td class = "paramtype" > < a class = "el" href = "unioncomplex.html" > complex< / a >   < / td >
< td class = "paramname" > < em > z< / em > < / td > < td > )< / td >
< td > < / td >
< / tr >
< / table >
< / div > < div class = "memdoc" >
< p > Returns e to the power of a complex number. < / p >
< dl class = "section version" > < dt > Version< / dt > < dd > 1.1 < / dd > < / dl >
< dl class = "section date" > < dt > Date< / dt > < dd > 2007/08/20 < / dd > < / dl >
< p > Definition at line < a class = "el" href = "cexp_8c_source.html#l00046" > 46< / a > of file < a class = "el" href = "cexp_8c_source.html" > cexp.c< / a > .< / p >
< p > References < a class = "el" href = "prim_8c_source.html#l00047" > cimag()< / a > , < a class = "el" href = "cos_8c_source.html#l00087" > cos()< / a > , < a class = "el" href = "prim_8c_source.html#l00071" > cpack()< / a > , < a class = "el" href = "prim_8c_source.html#l00038" > creal()< / a > , < a class = "el" href = "exp_8c_source.html#l00134" > exp()< / a > , and < a class = "el" href = "sin_8c_source.html#l00087" > sin()< / a > .< / p >
< p > Referenced by < a class = "el" href = "ccbrt_8c_source.html#l00040" > ccbrt()< / a > .< / p >
< div class = "fragment" > < div class = "line" > < a name = "l00047" > < / a > < span class = "lineno" > 47< / span >   {< / div > < div class = "line" > < a name = "l00048" > < / a > < span class = "lineno" > 48< / span >   < a class = "code" href = "unioncomplex.html" > complex< / a > w;< / div > < div class = "line" > < a name = "l00049" > < / a > < span class = "lineno" > 49< / span >   < span class = "keywordtype" > double< / span > r, x, y;< / div > < div class = "line" > < a name = "l00050" > < / a > < span class = "lineno" > 50< / span >   x = < a class = "code" href = "complex_8h.html#a4a236b24c0197821e3489a35a72079ab" > creal< / a > (z);< / div > < div class = "line" > < a name = "l00051" > < / a > < span class = "lineno" > 51< / span >   y = < a class = "code" href = "complex_8h.html#aa1fe0b9371befabef6c41ba73470774a" > cimag< / a > (z);< / div > < div class = "line" > < a name = "l00052" > < / a > < span class = "lineno" > 52< / span >   r = < a class = "code" href = "math_8h.html#ae09128febbbe6372cde4fa0c65608a42" > exp< / a > (x);< / div > < div class = "line" > < a name = "l00053" > < / a > < span class = "lineno" > 53< / span >   w = < a class = "code" href = "complex_8h.html#a980e6e049f7902b05fc9eb5614b07a5c" > cpack< / a > (r * < a class = "code" href = "math_8h.html#a5e7b53a694b3cf0f2d7debd444140fbd" > cos< / a > (y), r * < a class = "code" href = "math_8h.html#aad4af25633b071b0e2cdb8ebd87eca77" > sin< / a > (y));< / div > < div class = "line" > < a name = "l00054" > < / a > < span class = "lineno" > 54< / span >   < span class = "keywordflow" > return< / span > w;< / div > < div class = "line" > < a name = "l00055" > < / a > < span class = "lineno" > 55< / span >   }< / div > < div class = "ttc" id = "math_8h_html_ae09128febbbe6372cde4fa0c65608a42" > < div class = "ttname" > < a href = "math_8h.html#ae09128febbbe6372cde4fa0c65608a42" > exp< / a > < / div > < div class = "ttdeci" > double exp(double x)< / div > < div class = "ttdoc" > Returns the exponential of x. < / div > < div class = "ttdef" > < b > Definition:< / b > < a href = "exp_8c_source.html#l00134" > exp.c:134< / a > < / div > < / div >
< div class = "ttc" id = "unioncomplex_html" > < div class = "ttname" > < a href = "unioncomplex.html" > complex< / a > < / div > < div class = "ttdef" > < b > Definition:< / b > < a href = "complex_8h_source.html#l00040" > complex.h:40< / a > < / div > < / div >
< div class = "ttc" id = "math_8h_html_a5e7b53a694b3cf0f2d7debd444140fbd" > < div class = "ttname" > < a href = "math_8h.html#a5e7b53a694b3cf0f2d7debd444140fbd" > cos< / a > < / div > < div class = "ttdeci" > double cos(double x)< / div > < div class = "ttdoc" > Trigonometric cosine function. < / div > < div class = "ttdef" > < b > Definition:< / b > < a href = "cos_8c_source.html#l00087" > cos.c:87< / a > < / div > < / div >
< div class = "ttc" id = "math_8h_html_aad4af25633b071b0e2cdb8ebd87eca77" > < div class = "ttname" > < a href = "math_8h.html#aad4af25633b071b0e2cdb8ebd87eca77" > sin< / a > < / div > < div class = "ttdeci" > double sin(double x)< / div > < div class = "ttdoc" > Trigonometric sine function. < / div > < div class = "ttdef" > < b > Definition:< / b > < a href = "sin_8c_source.html#l00087" > sin.c:87< / a > < / div > < / div >
< div class = "ttc" id = "complex_8h_html_a980e6e049f7902b05fc9eb5614b07a5c" > < div class = "ttname" > < a href = "complex_8h.html#a980e6e049f7902b05fc9eb5614b07a5c" > cpack< / a > < / div > < div class = "ttdeci" > complex cpack(double x, double y)< / div > < div class = "ttdoc" > Pack two real numbers into a complex number. < / div > < div class = "ttdef" > < b > Definition:< / b > < a href = "prim_8c_source.html#l00071" > prim.c:71< / a > < / div > < / div >
< div class = "ttc" id = "complex_8h_html_a4a236b24c0197821e3489a35a72079ab" > < div class = "ttname" > < a href = "complex_8h.html#a4a236b24c0197821e3489a35a72079ab" > creal< / a > < / div > < div class = "ttdeci" > double creal(complex z)< / div > < div class = "ttdoc" > Real part of complex number. < / div > < div class = "ttdef" > < b > Definition:< / b > < a href = "prim_8c_source.html#l00038" > prim.c:38< / a > < / div > < / div >
< div class = "ttc" id = "complex_8h_html_aa1fe0b9371befabef6c41ba73470774a" > < div class = "ttname" > < a href = "complex_8h.html#aa1fe0b9371befabef6c41ba73470774a" > cimag< / a > < / div > < div class = "ttdeci" > double cimag(complex z)< / div > < div class = "ttdoc" > Imaginary part of complex number. < / div > < div class = "ttdef" > < b > Definition:< / b > < a href = "prim_8c_source.html#l00047" > prim.c:47< / a > < / div > < / div >
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