Searched refs:GR_Exp (Results 1 – 6 of 6) sorted by relevance
/sysdeps/ia64/fpu/ |
A D | e_logf.S | 224 GR_Exp = r10 define 807 getf.exp GR_Exp = f8 // if x is unorm then must recompute 839 sub GR_de = GR_Exp,GR_05 // biased_exponent_of_x - 0xFFFE 848 getf.exp GR_Exp = f8 // if x is unorm then must recompute 875 sub GR_de = GR_Exp,GR_05 // biased_exponent_of_x - 0xFFFE 887 dep GR_x = GR_Exp,GR_Sig,63,1 // produce integer that bits are 892 sub GR_N = GR_Exp,GR_05,1 // unbiased exponent of x 927 extr.u GR_Exp = GR_Exp,0,17 // exponent without sign 941 cmp.eq p12,p0 = r0,GR_Exp // is x +/-0? (here it's quite enough 1008 getf.exp GR_Exp = f8 // recompute biased exponent [all …]
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A D | libm_lgammaf.S | 208 GR_Exp = r22 define 879 (p14) shladd GR_Arg = GR_Exp,4,GR_Arg 1070 getf.exp GR_Exp = FR_w 1091 and GR_Exp = GR_Exp,GR_ExpMask 1114 cmp.ge p10,p11 = GR_Exp,GR_fff7 1561 getf.exp GR_Exp = FR_w 1583 and GR_Exp = GR_ExpMask,GR_Exp 1596 cmp.ge p14,p15 = GR_Exp,GR_fff7 1654 cmp.le p6,p0 = GR_SingBound,GR_Exp 1696 extr.u GR_Exp = GR_Arg,52,11 [all …]
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A D | libm_lgamma.S | 355 GR_Exp = r14 define 1448 (p14) sub GR_Exp = GR_Exp,GR_ExpBias 1605 (p14) setf.sig FR_int_N = GR_Exp 1889 sub GR_Exp = GR_Exp,GR_ExpBias 1897 setf.sig FR_int_N = GR_Exp 2076 sub GR_Exp = GR_Exp,GR_ExpBias 2104 setf.sig FR_int_N = GR_Exp 2149 sub GR_Exp = GR_Exp,GR_ExpBias 2399 sub GR_Exp = GR_Exp,GR_ExpBias 3062 and GR_Exp = GR_Exp,GR_ExpMask [all …]
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A D | s_log1pf.S | 175 GR_Exp = r10 define 546 getf.exp GR_Exp = FR_Xp1 // signexp of x+1 566 sub GR_N = GR_Exp,GR_exp_bias // true exponent of x+1
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A D | e_log.S | 227 GR_Exp = r10 define 1367 getf.exp GR_Exp = f8 // if x is unorm then must recompute 1393 getf.exp GR_Exp = f8 // if x is unorm then must recompute 1446 sub GR_Nm1 = GR_Exp,GR_05 // unbiased_exponent_of_x - 1 1451 sub GR_N = GR_Exp,GR_bias // unbiased_exponent_of_x 1604 getf.exp GR_Exp = FR_NormX // recompute biased exponent
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A D | s_log1p.S | 180 GR_Exp = r10 define 823 getf.exp GR_Exp = FR_Xp1 // signexp of x+1 843 sub GR_N = GR_Exp,GR_exp_bias // true exponent of x+1
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