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Searched refs:_GLIBCXX_MATH_NS (Results 1 – 25 of 42) sorted by relevance

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/l4re-core-master/libstdc++-v3/contrib/libstdc++-v3-6/include/tr1/
A Dbeta_function.tcc52 # define _GLIBCXX_MATH_NS ::std macro
56 # define _GLIBCXX_MATH_NS ::std::tr1
88 __bet = _GLIBCXX_MATH_NS::tgamma(__x) in __beta_gamma()
89 / _GLIBCXX_MATH_NS::tgamma(__x + __y); in __beta_gamma()
90 __bet *= _GLIBCXX_MATH_NS::tgamma(__y); in __beta_gamma()
94 __bet = _GLIBCXX_MATH_NS::tgamma(__y) in __beta_gamma()
95 / _GLIBCXX_MATH_NS::tgamma(__x + __y); in __beta_gamma()
96 __bet *= _GLIBCXX_MATH_NS::tgamma(__x); in __beta_gamma()
132 _Tp __bet = _GLIBCXX_MATH_NS::lgamma(__x) in __beta_lgamma()
133 + _GLIBCXX_MATH_NS::lgamma(__y) in __beta_lgamma()
[all …]
A Driemann_zeta.tcc50 # define _GLIBCXX_MATH_NS ::std macro
54 # define _GLIBCXX_MATH_NS ::std::tr1
173 if (_GLIBCXX_MATH_NS::fmod(__s,_Tp(2)) == _Tp(0)) in __riemann_zeta_glob()
183 * std::exp(_GLIBCXX_MATH_NS::lgamma(_Tp(1) - __s)) in __riemann_zeta_glob()
202 _Tp __bincoeff = _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __i)) in __riemann_zeta_glob()
203 - _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __j)) in __riemann_zeta_glob()
307 * std::exp(_GLIBCXX_MATH_NS::lgamma(_Tp(1) - __s)) in __riemann_zeta()
330 * _GLIBCXX_MATH_NS::tgamma(_Tp(1) - __s) in __riemann_zeta()
385 _Tp __bincoeff = _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __i)) in __hurwitz_zeta_glob()
386 - _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __j)) in __hurwitz_zeta_glob()
[all …]
A Dlegendre_function.tcc52 # define _GLIBCXX_MATH_NS ::std macro
56 # define _GLIBCXX_MATH_NS ::std::tr1
253 const _Tp __lncirc = _GLIBCXX_MATH_NS::log1p(-__x * __x); in __sph_legendre()
259 const _Tp __lnpoch = _GLIBCXX_MATH_NS::lgamma(_Tp(__m + _Tp(0.5L))) in __sph_legendre()
260 - _GLIBCXX_MATH_NS::lgamma(_Tp(__m)); in __sph_legendre()
307 #undef _GLIBCXX_MATH_NS
A Dgamma.tcc54 # define _GLIBCXX_MATH_NS ::std macro
58 # define _GLIBCXX_MATH_NS ::std::tr1
292 _Tp __coeff = _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __n)) in __log_bincoef()
293 - _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __k)) in __log_bincoef()
294 - _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __n - __k)); in __log_bincoef()
459 const _Tp __ln_nfact = _GLIBCXX_MATH_NS::lgamma(_Tp(__n + 1)); in __psi()
472 #undef _GLIBCXX_MATH_NS
A Dpoly_laguerre.tcc47 # define _GLIBCXX_MATH_NS ::std macro
51 # define _GLIBCXX_MATH_NS ::std::tr1
90 const _Tp __lg_b = _GLIBCXX_MATH_NS::lgamma(_Tp(__n) + __b); in __poly_laguerre_large_n()
91 const _Tp __lnfact = _GLIBCXX_MATH_NS::lgamma(_Tp(__n + 1)); in __poly_laguerre_large_n()
323 #undef _GLIBCXX_MATH_NS
/l4re-core-master/libstdc++-v3/contrib/libstdc++-v3-7/include/tr1/
A Dbeta_function.tcc52 # define _GLIBCXX_MATH_NS ::std macro
56 # define _GLIBCXX_MATH_NS ::std::tr1
88 __bet = _GLIBCXX_MATH_NS::tgamma(__x) in __beta_gamma()
89 / _GLIBCXX_MATH_NS::tgamma(__x + __y); in __beta_gamma()
90 __bet *= _GLIBCXX_MATH_NS::tgamma(__y); in __beta_gamma()
94 __bet = _GLIBCXX_MATH_NS::tgamma(__y) in __beta_gamma()
95 / _GLIBCXX_MATH_NS::tgamma(__x + __y); in __beta_gamma()
96 __bet *= _GLIBCXX_MATH_NS::tgamma(__x); in __beta_gamma()
132 _Tp __bet = _GLIBCXX_MATH_NS::lgamma(__x) in __beta_lgamma()
133 + _GLIBCXX_MATH_NS::lgamma(__y) in __beta_lgamma()
[all …]
A Driemann_zeta.tcc50 # define _GLIBCXX_MATH_NS ::std macro
54 # define _GLIBCXX_MATH_NS ::std::tr1
173 if (_GLIBCXX_MATH_NS::fmod(__s,_Tp(2)) == _Tp(0)) in __riemann_zeta_glob()
183 * std::exp(_GLIBCXX_MATH_NS::lgamma(_Tp(1) - __s)) in __riemann_zeta_glob()
202 _Tp __bincoeff = _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __i)) in __riemann_zeta_glob()
203 - _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __j)) in __riemann_zeta_glob()
307 * std::exp(_GLIBCXX_MATH_NS::lgamma(_Tp(1) - __s)) in __riemann_zeta()
330 * _GLIBCXX_MATH_NS::tgamma(_Tp(1) - __s) in __riemann_zeta()
385 _Tp __bincoeff = _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __i)) in __hurwitz_zeta_glob()
386 - _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __j)) in __hurwitz_zeta_glob()
[all …]
A Dlegendre_function.tcc52 # define _GLIBCXX_MATH_NS ::std macro
56 # define _GLIBCXX_MATH_NS ::std::tr1
253 const _Tp __lncirc = _GLIBCXX_MATH_NS::log1p(-__x * __x); in __sph_legendre()
259 const _Tp __lnpoch = _GLIBCXX_MATH_NS::lgamma(_Tp(__m + _Tp(0.5L))) in __sph_legendre()
260 - _GLIBCXX_MATH_NS::lgamma(_Tp(__m)); in __sph_legendre()
307 #undef _GLIBCXX_MATH_NS
A Dgamma.tcc54 # define _GLIBCXX_MATH_NS ::std macro
58 # define _GLIBCXX_MATH_NS ::std::tr1
292 _Tp __coeff = _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __n)) in __log_bincoef()
293 - _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __k)) in __log_bincoef()
294 - _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __n - __k)); in __log_bincoef()
459 const _Tp __ln_nfact = _GLIBCXX_MATH_NS::lgamma(_Tp(__n + 1)); in __psi()
472 #undef _GLIBCXX_MATH_NS
/l4re-core-master/libstdc++-v3/contrib/libstdc++-v3-11/include/tr1/
A Dbeta_function.tcc54 # define _GLIBCXX_MATH_NS ::std macro
58 # define _GLIBCXX_MATH_NS ::std::tr1
88 __bet = _GLIBCXX_MATH_NS::tgamma(__x) in __beta_gamma()
89 / _GLIBCXX_MATH_NS::tgamma(__x + __y); in __beta_gamma()
90 __bet *= _GLIBCXX_MATH_NS::tgamma(__y); in __beta_gamma()
94 __bet = _GLIBCXX_MATH_NS::tgamma(__y) in __beta_gamma()
95 / _GLIBCXX_MATH_NS::tgamma(__x + __y); in __beta_gamma()
96 __bet *= _GLIBCXX_MATH_NS::tgamma(__x); in __beta_gamma()
132 _Tp __bet = _GLIBCXX_MATH_NS::lgamma(__x) in __beta_lgamma()
133 + _GLIBCXX_MATH_NS::lgamma(__y) in __beta_lgamma()
[all …]
A Driemann_zeta.tcc52 # define _GLIBCXX_MATH_NS ::std macro
56 # define _GLIBCXX_MATH_NS ::std::tr1
173 if (_GLIBCXX_MATH_NS::fmod(__s,_Tp(2)) == _Tp(0)) in __riemann_zeta_glob()
183 * std::exp(_GLIBCXX_MATH_NS::lgamma(_Tp(1) - __s)) in __riemann_zeta_glob()
202 _Tp __bincoeff = _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __i)) in __riemann_zeta_glob()
203 - _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __j)) in __riemann_zeta_glob()
307 * std::exp(_GLIBCXX_MATH_NS::lgamma(_Tp(1) - __s)) in __riemann_zeta()
330 * _GLIBCXX_MATH_NS::tgamma(_Tp(1) - __s) in __riemann_zeta()
385 _Tp __bincoeff = _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __i)) in __hurwitz_zeta_glob()
386 - _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __j)) in __hurwitz_zeta_glob()
[all …]
A Dlegendre_function.tcc54 # define _GLIBCXX_MATH_NS ::std macro
58 # define _GLIBCXX_MATH_NS ::std::tr1
248 const _Tp __lncirc = _GLIBCXX_MATH_NS::log1p(-__x * __x); in __sph_legendre()
254 const _Tp __lnpoch = _GLIBCXX_MATH_NS::lgamma(_Tp(__m + _Tp(0.5L))) in __sph_legendre()
255 - _GLIBCXX_MATH_NS::lgamma(_Tp(__m)); in __sph_legendre()
296 #undef _GLIBCXX_MATH_NS
A Dgamma.tcc56 # define _GLIBCXX_MATH_NS ::std macro
60 # define _GLIBCXX_MATH_NS ::std::tr1
292 _Tp __coeff = _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __n)) in __log_bincoef()
293 - _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __k)) in __log_bincoef()
294 - _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __n - __k)); in __log_bincoef()
459 const _Tp __ln_nfact = _GLIBCXX_MATH_NS::lgamma(_Tp(__n + 1)); in __psi()
470 #undef _GLIBCXX_MATH_NS
/l4re-core-master/libstdc++-v3/contrib/libstdc++-v3-8/include/tr1/
A Dbeta_function.tcc54 # define _GLIBCXX_MATH_NS ::std macro
58 # define _GLIBCXX_MATH_NS ::std::tr1
88 __bet = _GLIBCXX_MATH_NS::tgamma(__x) in __beta_gamma()
89 / _GLIBCXX_MATH_NS::tgamma(__x + __y); in __beta_gamma()
90 __bet *= _GLIBCXX_MATH_NS::tgamma(__y); in __beta_gamma()
94 __bet = _GLIBCXX_MATH_NS::tgamma(__y) in __beta_gamma()
95 / _GLIBCXX_MATH_NS::tgamma(__x + __y); in __beta_gamma()
96 __bet *= _GLIBCXX_MATH_NS::tgamma(__x); in __beta_gamma()
132 _Tp __bet = _GLIBCXX_MATH_NS::lgamma(__x) in __beta_lgamma()
133 + _GLIBCXX_MATH_NS::lgamma(__y) in __beta_lgamma()
[all …]
A Driemann_zeta.tcc52 # define _GLIBCXX_MATH_NS ::std macro
56 # define _GLIBCXX_MATH_NS ::std::tr1
173 if (_GLIBCXX_MATH_NS::fmod(__s,_Tp(2)) == _Tp(0)) in __riemann_zeta_glob()
183 * std::exp(_GLIBCXX_MATH_NS::lgamma(_Tp(1) - __s)) in __riemann_zeta_glob()
202 _Tp __bincoeff = _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __i)) in __riemann_zeta_glob()
203 - _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __j)) in __riemann_zeta_glob()
307 * std::exp(_GLIBCXX_MATH_NS::lgamma(_Tp(1) - __s)) in __riemann_zeta()
330 * _GLIBCXX_MATH_NS::tgamma(_Tp(1) - __s) in __riemann_zeta()
385 _Tp __bincoeff = _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __i)) in __hurwitz_zeta_glob()
386 - _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __j)) in __hurwitz_zeta_glob()
[all …]
A Dlegendre_function.tcc54 # define _GLIBCXX_MATH_NS ::std macro
58 # define _GLIBCXX_MATH_NS ::std::tr1
253 const _Tp __lncirc = _GLIBCXX_MATH_NS::log1p(-__x * __x); in __sph_legendre()
259 const _Tp __lnpoch = _GLIBCXX_MATH_NS::lgamma(_Tp(__m + _Tp(0.5L))) in __sph_legendre()
260 - _GLIBCXX_MATH_NS::lgamma(_Tp(__m)); in __sph_legendre()
305 #undef _GLIBCXX_MATH_NS
A Dgamma.tcc56 # define _GLIBCXX_MATH_NS ::std macro
60 # define _GLIBCXX_MATH_NS ::std::tr1
292 _Tp __coeff = _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __n)) in __log_bincoef()
293 - _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __k)) in __log_bincoef()
294 - _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __n - __k)); in __log_bincoef()
459 const _Tp __ln_nfact = _GLIBCXX_MATH_NS::lgamma(_Tp(__n + 1)); in __psi()
470 #undef _GLIBCXX_MATH_NS
/l4re-core-master/libstdc++-v3/contrib/libstdc++-v3-10/include/tr1/
A Dbeta_function.tcc54 # define _GLIBCXX_MATH_NS ::std macro
58 # define _GLIBCXX_MATH_NS ::std::tr1
88 __bet = _GLIBCXX_MATH_NS::tgamma(__x) in __beta_gamma()
89 / _GLIBCXX_MATH_NS::tgamma(__x + __y); in __beta_gamma()
90 __bet *= _GLIBCXX_MATH_NS::tgamma(__y); in __beta_gamma()
94 __bet = _GLIBCXX_MATH_NS::tgamma(__y) in __beta_gamma()
95 / _GLIBCXX_MATH_NS::tgamma(__x + __y); in __beta_gamma()
96 __bet *= _GLIBCXX_MATH_NS::tgamma(__x); in __beta_gamma()
132 _Tp __bet = _GLIBCXX_MATH_NS::lgamma(__x) in __beta_lgamma()
133 + _GLIBCXX_MATH_NS::lgamma(__y) in __beta_lgamma()
[all …]
A Driemann_zeta.tcc52 # define _GLIBCXX_MATH_NS ::std macro
56 # define _GLIBCXX_MATH_NS ::std::tr1
173 if (_GLIBCXX_MATH_NS::fmod(__s,_Tp(2)) == _Tp(0)) in __riemann_zeta_glob()
183 * std::exp(_GLIBCXX_MATH_NS::lgamma(_Tp(1) - __s)) in __riemann_zeta_glob()
202 _Tp __bincoeff = _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __i)) in __riemann_zeta_glob()
203 - _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __j)) in __riemann_zeta_glob()
307 * std::exp(_GLIBCXX_MATH_NS::lgamma(_Tp(1) - __s)) in __riemann_zeta()
330 * _GLIBCXX_MATH_NS::tgamma(_Tp(1) - __s) in __riemann_zeta()
385 _Tp __bincoeff = _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __i)) in __hurwitz_zeta_glob()
386 - _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __j)) in __hurwitz_zeta_glob()
[all …]
A Dlegendre_function.tcc54 # define _GLIBCXX_MATH_NS ::std macro
58 # define _GLIBCXX_MATH_NS ::std::tr1
248 const _Tp __lncirc = _GLIBCXX_MATH_NS::log1p(-__x * __x); in __sph_legendre()
254 const _Tp __lnpoch = _GLIBCXX_MATH_NS::lgamma(_Tp(__m + _Tp(0.5L))) in __sph_legendre()
255 - _GLIBCXX_MATH_NS::lgamma(_Tp(__m)); in __sph_legendre()
296 #undef _GLIBCXX_MATH_NS
A Dgamma.tcc56 # define _GLIBCXX_MATH_NS ::std macro
60 # define _GLIBCXX_MATH_NS ::std::tr1
292 _Tp __coeff = _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __n)) in __log_bincoef()
293 - _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __k)) in __log_bincoef()
294 - _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __n - __k)); in __log_bincoef()
459 const _Tp __ln_nfact = _GLIBCXX_MATH_NS::lgamma(_Tp(__n + 1)); in __psi()
470 #undef _GLIBCXX_MATH_NS
/l4re-core-master/libstdc++-v3/contrib/libstdc++-v3-9/include/tr1/
A Dbeta_function.tcc54 # define _GLIBCXX_MATH_NS ::std macro
58 # define _GLIBCXX_MATH_NS ::std::tr1
88 __bet = _GLIBCXX_MATH_NS::tgamma(__x) in __beta_gamma()
89 / _GLIBCXX_MATH_NS::tgamma(__x + __y); in __beta_gamma()
90 __bet *= _GLIBCXX_MATH_NS::tgamma(__y); in __beta_gamma()
94 __bet = _GLIBCXX_MATH_NS::tgamma(__y) in __beta_gamma()
95 / _GLIBCXX_MATH_NS::tgamma(__x + __y); in __beta_gamma()
96 __bet *= _GLIBCXX_MATH_NS::tgamma(__x); in __beta_gamma()
132 _Tp __bet = _GLIBCXX_MATH_NS::lgamma(__x) in __beta_lgamma()
133 + _GLIBCXX_MATH_NS::lgamma(__y) in __beta_lgamma()
[all …]
A Driemann_zeta.tcc52 # define _GLIBCXX_MATH_NS ::std macro
56 # define _GLIBCXX_MATH_NS ::std::tr1
173 if (_GLIBCXX_MATH_NS::fmod(__s,_Tp(2)) == _Tp(0)) in __riemann_zeta_glob()
183 * std::exp(_GLIBCXX_MATH_NS::lgamma(_Tp(1) - __s)) in __riemann_zeta_glob()
202 _Tp __bincoeff = _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __i)) in __riemann_zeta_glob()
203 - _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __j)) in __riemann_zeta_glob()
307 * std::exp(_GLIBCXX_MATH_NS::lgamma(_Tp(1) - __s)) in __riemann_zeta()
330 * _GLIBCXX_MATH_NS::tgamma(_Tp(1) - __s) in __riemann_zeta()
385 _Tp __bincoeff = _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __i)) in __hurwitz_zeta_glob()
386 - _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __j)) in __hurwitz_zeta_glob()
[all …]
A Dlegendre_function.tcc54 # define _GLIBCXX_MATH_NS ::std macro
58 # define _GLIBCXX_MATH_NS ::std::tr1
248 const _Tp __lncirc = _GLIBCXX_MATH_NS::log1p(-__x * __x); in __sph_legendre()
254 const _Tp __lnpoch = _GLIBCXX_MATH_NS::lgamma(_Tp(__m + _Tp(0.5L))) in __sph_legendre()
255 - _GLIBCXX_MATH_NS::lgamma(_Tp(__m)); in __sph_legendre()
296 #undef _GLIBCXX_MATH_NS
A Dgamma.tcc56 # define _GLIBCXX_MATH_NS ::std macro
60 # define _GLIBCXX_MATH_NS ::std::tr1
292 _Tp __coeff = _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __n)) in __log_bincoef()
293 - _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __k)) in __log_bincoef()
294 - _GLIBCXX_MATH_NS::lgamma(_Tp(1 + __n - __k)); in __log_bincoef()
459 const _Tp __ln_nfact = _GLIBCXX_MATH_NS::lgamma(_Tp(__n + 1)); in __psi()
470 #undef _GLIBCXX_MATH_NS

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