83 template <class _Tp>
84 static void _divT(const _Tp& __z1_r, const _Tp& __z1_i,  in _divT()
85                   const _Tp& __z2_r, const _Tp& __z2_i,  in _divT()
86                   _Tp& __res_r, _Tp& __res_i) {  in _divT()
87   _Tp __ar = __z2_r >= 0 ? __z2_r : -__z2_r;  in _divT()
88   _Tp __ai = __z2_i >= 0 ? __z2_i : -__z2_i;  in _divT()
91     _Tp __ratio = __z2_r / __z2_i;  in _divT()
92     _Tp __denom = __z2_i * (1 + __ratio * __ratio);  in _divT()
97     _Tp __ratio = __z2_i / __z2_r;  in _divT()
98     _Tp __denom = __z2_r * (1 + __ratio * __ratio);  in _divT()
104 template <class _Tp>
105 static void _divT(const _Tp& __z1_r,  in _divT()
106                   const _Tp& __z2_r, const _Tp& __z2_i,  in _divT()
107                   _Tp& __res_r, _Tp& __res_i) {  in _divT()
108   _Tp __ar = __z2_r >= 0 ? __z2_r : -__z2_r;  in _divT()
109   _Tp __ai = __z2_i >= 0 ? __z2_i : -__z2_i;  in _divT()
112     _Tp __ratio = __z2_r / __z2_i;  in _divT()
113     _Tp __denom = __z2_i * (1 + __ratio * __ratio);  in _divT()
118     _Tp __ratio = __z2_i / __z2_r;  in _divT()
119     _Tp __denom = __z2_r * (1 + __ratio * __ratio);  in _divT()
166 template <class _Tp>
167 static complex<_Tp> sqrtT(const complex<_Tp>& z) {  in sqrtT()
168   _Tp re = z._M_re;  in sqrtT()
169   _Tp im = z._M_im;  in sqrtT()
170   _Tp mag = ::hypot(re, im);  in sqrtT()
171   complex<_Tp> result;  in sqrtT()
201 template <class _Tp>
202 static complex<_Tp> expT(const complex<_Tp>& z) {  in expT()
203   _Tp expx = ::exp(z._M_re);  in expT()
204   return complex<_Tp>(expx * ::cos(z._M_im),  in expT()
220 template <class _Tp>
221 static complex<_Tp> log10T(const complex<_Tp>& z, const _Tp& ln10_inv) {  in log10T()
222   complex<_Tp> r;  in log10T()
251 template <class _Tp>
252 static complex<_Tp> logT(const complex<_Tp>& z) {  in logT()
253   complex<_Tp> r;  in logT()
272 template <class _Tp>
273 static complex<_Tp> powT(const _Tp& a, const complex<_Tp>& b) {  in powT()
274   _Tp logr = ::log(a);  in powT()
275   _Tp x = ::exp(logr * b._M_re);  in powT()
276   _Tp y = logr * b._M_im;  in powT()
278   return complex<_Tp>(x * ::cos(y), x * ::sin(y));  in powT()
281 template <class _Tp>
282 static complex<_Tp> powT(const complex<_Tp>& z_in, int n) {  in powT()
283   complex<_Tp> z = z_in;  in powT()
284   z = _STLP_PRIV __power(z, (n < 0 ? -n : n), multiplies< complex<_Tp> >());  in powT()
286     return _Tp(1.0) / z;  in powT()
291 template <class _Tp>
292 static complex<_Tp> powT(const complex<_Tp>& a, const _Tp& b) {  in powT()
293   _Tp logr = ::log(::hypot(a._M_re,a._M_im));  in powT()
294   _Tp logi = ::atan2(a._M_im, a._M_re);  in powT()
295   _Tp x = ::exp(logr * b);  in powT()
296   _Tp y = logi * b;  in powT()
298   return complex<_Tp>(x * ::cos(y), x * ::sin(y));  in powT()
301 template <class _Tp>
302 static complex<_Tp> powT(const complex<_Tp>& a, const complex<_Tp>& b) {  in powT()
303   _Tp logr = ::log(::hypot(a._M_re,a._M_im));  in powT()
304   _Tp logi = ::atan2(a._M_im, a._M_re);  in powT()
305   _Tp x = ::exp(logr * b._M_re - logi * b._M_im);  in powT()
306   _Tp y = logr * b._M_im + logi * b._M_re;  in powT()
308   return complex<_Tp>(x * ::cos(y), x * ::sin(y));  in powT()