Searched refs:M_PI (Results 1 – 15 of 15) sorted by relevance
/glibc-2.36/sysdeps/ieee754/dbl-64/ |
D | lgamma_neg.c | 253 return __sin (M_PI * x); in lg_sinpi() 255 return __cos (M_PI * (0.5 - x)); in lg_sinpi() 264 return __cos (M_PI * x); in lg_cospi() 266 return __sin (M_PI * (0.5 - x)); in lg_cospi()
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D | e_gamma_r.c | 104 mul_split (&h2, &l2, __ieee754_exp (-x_adj), sqrt (2 * M_PI / x_adj)); in gamma_positive() 191 ? __sin (M_PI * frac) in __ieee754_gamma_r() 192 : __cos (M_PI * (0.5 - frac))); in __ieee754_gamma_r()
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/glibc-2.36/math/ |
D | s_cacosh_template.c | 41 ? M_MLIT (M_PI) - M_MLIT (M_PI_4) in M_DECL_FUNC() 51 ? M_MLIT (M_PI) : 0, __imag__ x); in M_DECL_FUNC()
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D | s_clog_template.c | 35 __imag__ result = signbit (__real__ x) ? M_MLIT (M_PI) : 0; in M_DECL_FUNC()
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D | math.h | 1151 # define M_PI 3.14159265358979323846 /* pi */ macro
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D | libm-test-driver.c | 91 #define lit_pi LITM (M_PI)
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/glibc-2.36/sysdeps/sparc/sparc64/ |
D | qp_util.c | 54 double d = 1.0, e = M_PI; in __Qp_handle_exceptions()
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/glibc-2.36/sysdeps/sparc/sparc32/ |
D | q_util.c | 56 double d = 1.0, e = M_PI; in ___Q_simulate_exceptions()
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/glibc-2.36/sysdeps/hppa/fpu/ |
D | fraiseexcpt.c | 88 double d = M_PI; in __feraiseexcept()
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/glibc-2.36/sysdeps/sparc/fpu/ |
D | fraiseexcpt.c | 30 0.0, 1.0, DBL_MAX, DBL_MIN, M_PI in __feraiseexcept()
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/glibc-2.36/conform/data/ |
D | math.h-data | 30 constant M_PI
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/glibc-2.36/manual/ |
D | math.texi | 109 @item M_PI 149 same value as @code{M_PI}. This constant is not standard; it may have 153 replace @code{PI} with @code{M_PI} throughout, or put @samp{-DPI=M_PI} 165 The math library normally defines @code{M_PI} to a @code{double} 171 #define M_PI 3.14159265358979323846264338327
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/glibc-2.36/ChangeLog.old/ |
D | ChangeLog.3 | 1571 M_PI, M_PI_2, M_PI_4, M_1_PI, M_2_PI, M_2_SQRTPI, M_SQRT2,
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D | ChangeLog.14 | 3340 triggered by M_PI/69.69 converted to single precision.
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D | ChangeLog.18 | 54174 (__clog10): Use M_PI_LOG10E instead of M_PI when real and 54177 (__clog10f): Use M_PI_LOG10Ef instead of M_PI when real and
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