/dports/math/pari/pari-2.13.3/src/basemath/ |
H A D | trans2.c | 109 p5 = addsr(1, sqrtr_abs(p5)); setprec(p5,l2); in mpatan() 1475 return mulrr(addsr(2,s2), sqrtr_abs(z)); in ellkprime() 1496 return shiftr(sqrtr_abs(mulrr(sqrtr_abs(pi), A)), 1); in G4() 1507 t1 = sqrtr_abs(mulur(3, addsr(2, s3))); in Gn24() 1508 t2 = sqrtr_abs(divrr(s3, pi)); in Gn24() 1554 A = mulrr(A, sqrtr_abs(divsr(3, pi))); in gammafrac24_s() 1561 A = shiftr(sqrtr_abs(divrr(mulrr(addsr(1, s2), A), sqrtr_abs(pi))), 1); in gammafrac24_s() 1566 case 1: return sqrtr_abs(mulrr(A, B)); in gammafrac24_s() 1567 case 3: return sqrtr_abs(divrr(B, A)); in gammafrac24_s() 1568 case 5: A = sqrtr_abs(divrr(B, A)); in gammafrac24_s() [all …]
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H A D | trans1.c | 175 return rtor(mulrr(divri(u, R.T), sqrtr_abs(utor(C,prec2))), prec); in pi_ramanujan() 191 B = sqrtr_abs(A); /* = 1/sqrt(2) */ 202 affrr(sqrtr_abs(b), B); set_avma(av3); 1891 if (n == 2) return sqrtr_abs(a); in sqrtnr_abs() 2002 GEN sq3 = sqrtr_abs(utor(3, prec)); in rootsof1u_cx() 2010 GEN sq2 = sqrtr_abs(utor(2, prec)); in rootsof1u_cx() 2622 b1 = sqrtr_abs(x); in agm1r_abs() 2627 b1 = sqrtr_abs(mulrr(a,b1)); in agm1r_abs() 3030 for (k=1; k<=m; k++) x = sqrtr_abs(x); in logr_abs() 3461 return gerepileuptoleaf(av, sqrtr_abs(t)); in mpaut()
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H A D | ellanal.c | 307 PiN = divrr(Pi2n(1,prec), sqrtr_abs(itor(N, prec))); in vecF() 1196 GEN sqrtD = sqrtr_abs(itor(D, prec)); /* sqrt(|D|) */ in heegner_find_disc() 1210 GEN pts, cfs, L, indi = grndtoi(sqrtr_abs(indr), &e); in heegner_find_disc()
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H A D | trans3.c | 1381 eh2 = sqrtr_abs(rtor(shiftr(dbltor(u),-v),prec)); in cxerfc_r1() 1383 h = sqrtr_abs(h2); in cxerfc_r1() 2745 sqrt32(long prec) { GEN z = sqrtr_abs(utor(3,prec)); setexpo(z, -1); return z; } in sqrt32() 2769 case 3: gel(z,1) = sqrtr_abs(real2n(-1,prec)); in e12() 3440 case 1: u = gmul(u, sqrt2? sqrt2: sqrtr_abs(real2n(1, prec))); in apply_eta_correction() 3469 sqrt2 = sqrtr_abs(real2n(1, prec)); in weberf2()
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H A D | lfunquad.c | 629 if (Da != 4) { z = mulrr(z, sqrtr_abs(utor(Da,prec))); shiftr_inplace(z,-1); } in Lfeq()
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H A D | subcyclo.c | 929 GEN sqrta = sqrtr_abs(itor(a, LOWDEFAULTPREC)); in Aurifeuille_init()
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H A D | lfun.c | 1746 z = mulrr(shiftr(z, -ss), sqrtr_abs(utor(q, prec))); in lfun() 2572 q = sqrtr_abs(itor(F, prec)); in znchargauss_i()
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H A D | hypergeom.c | 88 B = gdiv(gadd(a,b), sqrtr_abs(utor(3, prec))); in airy_i()
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H A D | arith1.c | 5971 p7 = invr(sqrtr_abs(Pi)); in classno2() 5975 p1 = sqrtr_abs(dr); in classno2() 5990 p1 = gdiv(sqrtr_abs(dr), Pi); in classno2()
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H A D | mftrace.c | 7176 sqN = sqrtr_abs(utor(N, prec)); in mfeval_i() 7494 sqrtQ = sqrtr_abs(utor(Q,prec)); in mfatkineigenquad() 7501 sqrtN = sqrtr_abs(utor(N,prec)); in mfatkineigenquad() 7545 return sqrtr_abs(utor(a, prec)); in myusqrt() 11568 AR = mkcomplex(gen_0, sqrtr_abs(divru(utor(w1, prec+EXTRAPREC64), w2))); in intAoowithvanall() 11864 GEN F = gel(FE,1), sqNinv = invr(sqrtr_abs(utor(N, PREC))); /* A/w */ in mfperiodpols_i() 12727 if (odd(k2)) DEN = gdiv(DEN, sqrtr_abs(Pi2n(-1,prec))); in fs2_init()
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H A D | gen2.c | 2366 z = sqrtr_abs(itor(quad_disc(x), prec)); in quadtofp()
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/dports/math/p5-Math-Pari/pari-2.3.5/src/basemath/ |
H A D | trans1.c | 94 return gerepileuptoleaf(av, mulrr(p1,sqrtr_abs(stor(k3,prec)))); 113 B = sqrtr_abs(real2n(1,prec)); setexpo(B, -1); /* = 1/sqrt(2) */ in constpi() 120 b = sqrtr_abs( mulrr(A, B) ); in constpi() 806 if (s >= 0) return sqrtr_abs(x); in sqrtr() 808 gel(y,2) = sqrtr_abs(x); in sqrtr() 1467 b1 = sqrtr_abs(x); in agm1r_abs() 1472 b1 = sqrtr_abs(mulrr(a,b1)); in agm1r_abs() 1641 for (k=1; k<=m; k++) x = sqrtr_abs(x); in logr_abs() 1966 return gerepileuptoleaf(av, sqrtr_abs(t)); in mpaut()
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H A D | trans2.c | 94 p5 = addsr(1, sqrtr_abs(p5)); setlg(p5,l2); in mpatan()
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H A D | arith1.c | 2963 p7 = ginv(sqrtr_abs(Pi)); in classno2() 2964 p1 = sqrtr_abs(dr); in classno2()
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H A D | buch1.c | 195 GEN lead, sqd = sqrtr_abs(itor(D, prec)); in quadhilbertimag()
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H A D | rootpol.c | 1344 a = sqrtr_abs( stor(3, 2*MEDDEFAULTPREC - 2) ); in conformal_mapping()
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H A D | buch3.c | 876 p4 = sqrtr_abs( mulrr(addsr(1,p1),subrs(p1,3)) ); in compute_M0()
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/dports/math/p5-Math-Pari/pari-2.3.5/src/kernel/none/ |
H A D | mp.c | 1715 sqrtr_abs(GEN x) in sqrtr_abs() function 1777 sqrtr_abs(GEN x) in sqrtr_abs() function
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/dports/math/pari/pari-2.13.3/src/kernel/none/ |
H A D | mp.c | 2064 sqrtr_abs(GEN x) in sqrtr_abs() function 2126 sqrtr_abs(GEN x) in sqrtr_abs() function
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/dports/math/pari/pari-2.13.3/src/modules/ |
H A D | stark.c | 782 return gmul2n(sqrtr_abs(divir(nf_get_disc(nf), powru(mppi(prec),N))), -r2); in get_C() 1333 sqpi = sqrtr_abs(mppi(prec)); /* Gamma(1/2) */ in ppgamma() 2864 T.sqd = sqrtr_abs(itor(D, prec)); in quadhilbertimag()
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/dports/math/p5-Math-Pari/pari-2.3.5/src/kernel/gmp/ |
H A D | mp.c | 1190 sqrtr_abs(GEN a) in sqrtr_abs() function
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/dports/math/pari/pari-2.13.3/src/kernel/gmp/ |
H A D | mp.c | 1325 sqrtr_abs(GEN a) in sqrtr_abs() function
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/dports/math/p5-Math-Pari/pari-2.3.5/src/headers/ |
H A D | paripriv.h | 118 GEN sqrtr_abs(GEN x);
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/dports/math/p5-Math-Pari/pari-2.3.5/src/modules/ |
H A D | stark.c | 946 C = gmul2n(sqrtr_abs(divir(dk, gpowgs(mppi(prec2),N))), -r2); in InitChar() 1557 sqpi= sqrtr_abs(mppi(prec)); /* Gamma(1/2) */ in ppgamma()
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/dports/math/pari/pari-2.13.3/src/headers/ |
H A D | pariinl.h | 2022 if (s >= 0) return sqrtr_abs(x); in sqrtr() 2023 retmkcomplex(gen_0, sqrtr_abs(x)); in sqrtr()
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