Lines Matching refs:s1
556 fma.s1 fArgSqr = f8, f8, f0 // x^2 (for [0;1/8] path)
563 fcmp.lt.s1 p15, p14 = f8, f0 // Is arg negative/positive?
569 fma.s1 f2p0 = f1,f1,f1 // 2.0 construction
613 fma.s1 fArgCube = fArgSqr, f8, f0 // x^3 (for [0;1/8] path)
662 (p8) fms.s1 fArgAbsNorm = fArgAbsNorm, f1, f2p0 // Add 2.0
669 (p10) fms.s1 fArgAbsNorm = fArgAbsNorm, f1, f1p5 // Add 1.5
700 fms.s1 fArgAbsNorm2 = fArgAbsNorm, fArgAbsNorm, f0 // x^2
711 fma.s1 fRes3H = fA3, fArgAbsNorm, fA2H // (A3*x+A2)*x^2
716 fma.s1 fTH = fA3, fArgAbsNorm, f0 // (A3*x+A2)*x^2
722 fma.s1 fTT2 = fA1L, fArgAbsNorm, f0 // A1*x+A0
745 fms.s1 fArgAbsNorm2L = fArgAbsNorm, fArgAbsNorm, fArgAbsNorm2
751 fms.s1 fArgAbsNorm4 = fArgAbsNorm2, fArgAbsNorm2, f0 // x^4
757 fms.s1 fRes3L = fA2H, f1, fRes3H // // (A3*x+A2)*x^2
763 fms.s1 fArgAbsNorm3 = fArgAbsNorm2, fArgAbsNorm, f0 // x^3
768 fma.s1 fTH2 = fA1H, fArgAbsNorm, fTT2 // A1*x+A0
774 fma.s1 fA23 = fA24, fArgAbsNorm, fA23 // Polynomial tail
779 fma.s1 fA21 = fA22, fArgAbsNorm, fA21 // Polynomial tail
785 fma.s1 fA12 = fA13, fArgAbsNorm, fA12 // Polynomial tail
792 fma.s1 fRes3L = fRes3L, f1, fTH // (A3*x+A2)*x^2
797 fma.s1 fA19 = fA20, fArgAbsNorm, fA19 // Polynomial tail
803 fma.s1 fRes1H = fTH2, f1, fA0H // A1*x+A0
808 fms.s1 fTL2 = fA1H, fArgAbsNorm, fTH2 // A1*x+A0
814 fma.s1 fA8 = fA9, fArgAbsNorm, fA8 // Polynomial tail
819 fma.s1 fA10 = fA11, fArgAbsNorm, fA10 // Polynomial tail
824 fma.s1 fA15 = fA16, fArgAbsNorm, fA15 // Polynomial tail
829 fma.s1 fA17 = fA18, fArgAbsNorm, fA17 // Polynomial tail
834 fms.s1 fArgAbsNorm11 = fArgAbsNorm4, fArgAbsNorm4, f0 // x^8
839 fma.s1 fA4 = fA5, fArgAbsNorm, fA4 // Polynomial tail
845 fma.s1 fRes3L = fRes3L, f1, fA2L // (A3*x+A2)*x^2
850 fma.s1 fA6 = fA7, fArgAbsNorm, fA6 // Polynomial tail
856 fma.s1 fTL2 = fTL2, f1, fTT2 // A1*x+A0
861 fms.s1 fRes1L = fA0H, f1, fRes1H // A1*x+A0
867 fma.s1 fA23 = fA25, fArgAbsNorm2, fA23 // Polynomial tail
872 fma.s1 fA12 = fA14, fArgAbsNorm2, fA12 // Polynomial tail
878 fma.s1 fA19 = fA21, fArgAbsNorm2, fA19 // Polynomial tail
883 fma.s1 fA8 = fA10, fArgAbsNorm2, fA8 // Polynomial tail
889 fma.s1 fA15 = fA17, fArgAbsNorm2, fA15 // Polynomial tail
894 fms.s1 fArgAbsNorm11 = fArgAbsNorm11, fArgAbsNorm3, f0 // x^11
900 fma.s1 fTT = fRes3L, fArgAbsNorm2, f0 // (A3*x+A2)*x^2
905 fma.s1 fA4 = fA6, fArgAbsNorm2, fA4 // Polynomial tail
911 fma.s1 fRes1L = fRes1L, f1, fTH2 // A1*x+A0
917 fma.s1 fA19 = fA23, fArgAbsNorm4, fA19 // Polynomial tail
922 fma.s1 fA8 = fA12, fArgAbsNorm4, fA8 // Polynomial tail
928 fma.s1 fTT = fRes3H, fArgAbsNorm2L, fTT // (A3*x+A2)*x^2
934 fma.s1 fRes1L = fRes1L, f1, fTL2 // A1*x+A0
940 fma.s1 fA15 = fA19, fArgAbsNorm4, fA15 // Polynomial tail
945 fma.s1 fA4 = fA8, fArgAbsNorm4, fA4 // Polynomial tail
951 fma.s1 fRes2H = fRes3H, fArgAbsNorm2, fTT // (A3*x+A2)*x^2
957 fma.s1 fRes1L = fRes1L, f1, fA0L // A1*x+A0
963 fma.s1 fRes4 = fA15, fArgAbsNorm11, fA4 // Result of
970 fms.s1 fRes2L = fRes3H, fArgAbsNorm2, fRes2H // (A3*x+A2)*x^2
975 fma.s1 fResH = fRes2H, f1, fRes1H // High result
981 fma.s1 fRes1L = fRes4, fArgAbsNorm4, fRes1L // A1*x+A0
987 fma.s1 fRes2L = fRes2L, f1, fTT // (A3*x+A2)*x^2
992 fms.s1 fResL = fRes1H, f1, fResH // Low result
998 fma.s1 fRes1L = fRes1L, f1, fRes2L // Low result
1003 fma.s1 fResL = fResL, f1, fRes2H // Low result
1015 fma.s1 fResL = fResL, f1, fRes1L // Low result
1085 fms.s1 fRes1H = f8, fA1H, f0 // HighRes
1090 fms.s1 fRes1L = f8, fA1L, f0 // LowRes
1096 fms.s1 fRes1Hd = f8, fA1H, fRes1H // HighRes delta
1102 fma.s1 fRes = fRes1L, f1, fRes1Hd // LowRes+HighRes delta
1108 fma.s1 fRes = f8, f8, fRes // r=x^2+r
1154 fms.s1 fRes1H = f8, fA1H, f0 // x*(A1H+A1L)
1159 fms.s1 fRes1L = f8, fA1L, f0 // x*(A1H+A1L)
1165 fma.s1 fA11 = fA13, fArgSqr, fA11 // Polynomial tail
1170 fma.s1 fArgFour = fArgSqr, fArgSqr, f0 // a^4
1177 fma.s1 fA3 = fA5, fArgSqr, fA3 // Polynomial tail
1182 fma.s1 fA7 = fA9, fArgSqr, fA7 // Polynomial tail
1189 fms.s1 fRes1Hd = f8, fA1H, fRes1H // x*(A1H+A1L) delta
1195 fma.s1 fA11 = fA15, fArgFour, fA11 // Polynomial tail
1201 fma.s1 fA3 = fA7, fArgFour, fA3 // Polynomial tail
1206 fma.s1 fArgEight = fArgFour, fArgFour, f0 // a^8
1212 fma.s1 f8 = fRes1L, f1, fRes1Hd // x*(A1H+A1L)
1218 fma.s1 fRes = fA11, fArgEight, fA3 //Polynomial tail result
1224 fma.s1 f8 = fRes, fArgCube, f8 // (Polynomial tail)*x^3