/dports/print/fontforge/fontforge-20201107/fontforgeexe/ |
H A D | charinfo.c | 4381 memset(&ugcd,0,sizeof(ugcd)); in SCCharInfo() 4389 ugcd[0].gd.pos.x = 5; ugcd[0].gd.pos.y = 5+4; in SCCharInfo() 4395 ugcd[1].gd.pos.x = 85; ugcd[1].gd.pos.y = 5; in SCCharInfo() 4407 ugcd[2].gd.pos.x = 5; ugcd[2].gd.pos.y = 31+4; in SCCharInfo() 4413 ugcd[3].gd.pos.x = 85; ugcd[3].gd.pos.y = 31; in SCCharInfo() 4425 ugcd[4].gd.pos.x = 5; ugcd[4].gd.pos.y = 57+4; in SCCharInfo() 4431 ugcd[5].gd.pos.x = 85; ugcd[5].gd.pos.y = 57; in SCCharInfo() 4439 ugcd[6].gd.pos.x = 12; ugcd[6].gd.pos.y = 117; in SCCharInfo() 4450 ugcd[7].gd.pos.x = 107; ugcd[7].gd.pos.y = 117; in SCCharInfo() 4489 ugcd[9].gd.popup_msg = ugcd[8].gd.popup_msg; in SCCharInfo() [all …]
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H A D | fontinfo.c | 10516 memset(&ugcd,0,sizeof(ugcd)); in FontInfo() 10524 ugcd[0].gd.label = &ulabel[0]; in FontInfo() 10525 ugcd[0].gd.pos.x = 12; ugcd[0].gd.pos.y = 10; in FontInfo() 10531 ugcd[1].gd.label = &ulabel[1]; in FontInfo() 10532 ugcd[1].gd.pos.x = 12; ugcd[1].gd.pos.y = 10; in FontInfo() 10546 ugcd[2].gd.label = &ulabel[2]; in FontInfo() 10547 ugcd[2].gd.pos.x = 12; ugcd[2].gd.pos.y = 10; in FontInfo() 10553 ugcd[3].gd.pos.x = 12; ugcd[3].gd.pos.y = 30; in FontInfo() 10555 ugcd[3].gd.pos.height = 200; in FontInfo() 10557 ugcd[3].gd.cid = CID_Unicode; in FontInfo() [all …]
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/dports/math/fxt/fxt/src/mod/attic/ |
H A D | gcd.cc | 7 ugcd(umod_t a, umod_t b) in ugcd() function 99 return a / ugcd(a, b) * b; in ulcm()
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/dports/math/fxt/fxt/src/aux0/attic/ |
H A D | gcd.cc | 7 ugcd(ulong a, ulong b) in ugcd() function 116 return a / ugcd(a, b) * b; in ulcm()
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/dports/math/p5-Math-Pari/pari-2.3.5/src/kernel/none/ |
H A D | gcdll.c | 30 ugcd(ulong x, ulong y) /* assume y&1==1, y > 1 */ in ugcd() function 76 return ((long)ugcd((ulong)a, (ulong)b)) << v; in cgcd() 78 return ((long)ugcd((ulong)b, (ulong)a)) << v; in cgcd() 104 r[2] = (long)(ugcd((ulong)a, (ulong)b) << v); in gcduu() 106 r[2] = (long)(ugcd((ulong)b, (ulong)a) << v); in gcduu()
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H A D | gcd.c | 121 r[2] = (long) ugcd((ulong)b[2], (ulong)a[2]); in gcdii()
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/dports/math/cvc3/cvc3-2.4.1/src/util/ |
H A D | rational-native.cpp | 83 static unsigned long ugcd(unsigned long n1, unsigned long n2) { in ugcd() function 97 return ugcd(n2, r); in ugcd() 144 long int g = ugcd(n1,n2); in ulcm() 836 return Unsigned(Unsigned::Impl(ugcd(x.d_n->getUnsigned(), y.d_n->getUnsigned()))); in gcd() 847 g = ugcd(g, v[i].d_n->getUnsigned()); in gcd()
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/dports/math/pari/pari-2.13.3/src/kernel/none/ |
H A D | gcdll.c | 84 ugcd(ulong a,ulong b) in ugcd() function 95 cgcd(long a,long b) { return (long)ugcd(labs(a), labs(b)); } in cgcd() 111 ulong d = ugcd(a,b); in ulcm()
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H A D | level1.h | 878 ugcdiu(GEN x, ulong y) { return ugcd(umodiu(x,y), y); } in ugcdiu() 880 ugcdui(ulong y, GEN x) { return ugcd(umodiu(x,y), y); } in ugcdui()
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/dports/math/pari/pari-2.13.3/src/modules/ |
H A D | genus2red.c | 619 long b = v[j], d = ugcd(a,b); in zv_snf() 639 d = ugcd(a,b); in dicyclic() 723 long g = ugcd(labs(a), b); in ssQ_red() 731 long g = ugcd(labs(a), b); in ssQ_denom() 740 c = d / ugcd(d, B); in get_nr() 752 g = ugcd(B,D); in get_nrq() 987 h = ugcd(ugcd(d1,d2),d3); in tame_4() 1985 if (ugcd(t60, 60) == 15) /* denom(theta) = 4 */ in genus2localred() 1990 if (!equaliu(p,3) && ugcd(t60, 60) == 20) /* denom(theta) = 3 */ in genus2localred()
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H A D | algebras.c | 434 if (ugcd(d1,d2) != 1) in algtensor() 1576 indexfromhasse(long h, long d) { return d/ugcd(h,d); } in indexfromhasse() 3185 degell = ugcd(deg,ell-1); in bnfgwgeneric() 3542 long nextgcd = ugcd(h,*curgcd); in nextgen() 3578 if (ugcd(np,n) != 1) { /* GCD(Np,n) != 1 */ in localcomplete() 3588 d = ugcd(np-1,n); in localcomplete() 3612 d1 = ugcd(d,n); in localcomplete() 3716 long frob = cyclicrelfrob(rnf,auts,pr), f1 = ugcd(frob,n); in alg_complete0() 3910 Ld[j] = lk/ugcd(lk,Ld[j]); in alg_hasse()
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H A D | ratpoints.c | 564 if (odd(nums0) && ugcd(labs(a), absb)==1) in _ratpoints_sift0() 574 if (odd(nums1) && ugcd(labs(a), absb)==1) in _ratpoints_sift0()
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H A D | krasner.c | 158 div = divisorsu(ugcd(m, d)); in possible_efj_by_d()
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/dports/math/pari/pari-2.13.3/src/basemath/ |
H A D | subcyclo.c | 209 for (c++ ; F2v_coeff(bits,c) || ugcd(c,n)!=1; c++); in znstar_cosets() 304 if (ugcd(h,n) != 1) pari_err_COPRIME("galoissubcyclo", H,stoi(n)); in lift_check_modulus() 703 p = n / ugcd(n,o); /* p^a / gcd(p^a,phi(p^a)) = p*/ in polsubcyclo_g() 704 r = ugcd(d,n); /* = p^(v_p(d)) < n */ in polsubcyclo_g()
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H A D | mftrace.c | 1446 if (ugcd(F, f) == 1) in c_theta() 2931 long g = ugcd(D[i], D[l-i]); in A3() 3201 if (ugcd(Nc, nd) == 1) in auxsum() 3990 t = nNBIG * ugcd(nNBIG, l); in hecke_i() 6299 if (ugcd(n, ordmax) == 1) in mklvchi() 6833 cg = ugcd(C, N/C); in cusp_canon() 6834 while (ugcd(A, N) > 1) A += cg; in cusp_canon() 8960 if (ugcd(N,r) != 1) continue; in charLFwt1() 9000 if (ugcd(r,N) != 1) continue; in charLFwtk() 9314 if (ugcd(A0, lima) == 1) in mfcusps_i() [all …]
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H A D | char.c | 351 lcmuu(ulong a, ulong b) { return (a/ugcd(a,b)) * b; } in lcmuu() 361 f = lcmuu(f, o / ugcd(o, x[i])); in zv_charorder() 403 bestk = 1; best = g; maxi = e/ugcd(d,e); in zv_cyc_minimize() 436 gd = Flv_Fl_mul(g, d, e); maxi = e/ugcd(d,e); in zv_cyc_minimal()
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H A D | elltors.c | 39 if (ugcd(i,k)==1 && smaller_x(gel(q,1), gel(p,1))) p = q; in best_in_cycle() 121 b = ugcd(b, p+1 - ellap_CM_fast(e,p,CM)); in torsbound()
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H A D | galconj.c | 874 o = ugcd(o, phi); /* do we impose this on input ? */ in listznstarelts() 1143 if (!plift || a > b) { *karma = ugcd(p-1,n); return 1; } in improves() 1145 long k = ugcd(p-1,n); in improves() 1215 karma = ugcd(p-1,n); in galoisanalysis() 2311 for (i=e; i>=1; i--) wg[i] = ugcd(wg[i+1], w[i]); in galoisgenliftauto() 2320 sr = ugcd(stpow(sel,p,deg),deg); in galoisgenliftauto() 2912 if (ugcd(i, N)==1) in conjcyclo() 3070 c = ZX_sturm(T); c = ugcd(c, n-c); /* too costly: finite primes are cheaper */ in numberofconjugates() 3088 c = ugcd(c, L[1]); in numberofconjugates() 3090 if (L[i]) { c = ugcd(c, L[i]*i); if (c == 1) break; } in numberofconjugates()
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H A D | modsym.c | 174 if (ugcd(d,N) != 1UL) in generatemsymbols() 185 if (ugcd(d, Novc) == 1UL) continue; in generatemsymbols() 187 if (ugcd(c,d) == 1UL) in generatemsymbols() 436 ulong p, q = div[k], d = ugcd(q, N/q); in inithashcusps() 440 if (ugcd(p,d) == 1) in inithashcusps() 460 d = ugcd(q, N/q); in cusp_std_form() 2455 d = ugcd(d, N); 3137 if ((f & 3) == 2 || ugcd(NE,f) != 1) continue; in ell_get_Cw() 5081 if (ugcd(v,a)==1) in eisf() 5109 long d = D[i], Nd = D[l-i], a = ugcd(d, Nd), q1, q2, d1, d2, C, c1, c2, u; in eisspace() [all …]
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H A D | gen1.c | 423 t = ugcd(y, r); set_avma(av); in Qdiviu() 450 t = ugcd(y, r); set_avma(av); q = cgetg(3, t_FRAC); in Qdivis() 2857 i = labs(s); i = ugcd(i, umodiu(gel(y,2), i)); in gmulsg() 2948 i = labs(s); i = ugcd(i, umodiu(gel(x,1), i)); in gdivgs()
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H A D | ifactor1.c | 1434 q / ugcd(q,15), cnt); in squfof_ambig() 1603 q = ugcd(a, b1); /* imprimitive form? */ in squfof() 1644 q = ugcd(a, b2); /* imprimitive form? */ in squfof()
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H A D | prime.c | 496 iu_coprime(GEN N, ulong u) { return ugcd(u, umodiu(N,u)) == 1; } in iu_coprime()
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/dports/math/fricas/fricas-1.3.7/src/algebra/ |
H A D | pgcd.spad | 111 ugcd : List SUP := [u, (uf1 exquo u)::SUP, (uf2 exquo u)::SUP] 112 uterm := [ugcd, ltry, 0$SUPP]$UTerm
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/dports/math/fricas/fricas-1.3.7/pre-generated/src/algebra/ |
H A D | PGCD.lsp | 26 (|ugcd| (|List| (|SparseUnivariatePolynomial| R))) (#5=#:G456 NIL) 100 (LETT |ugcd| 135 (VECTOR |ugcd| |ltry|
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/dports/math/pari/pari-2.13.3/src/language/ |
H A D | forprime.c | 584 if (ugcd(c,q) != 1) { a = maxuu(a,c); b = minuu(b,c); } in u_forprime_sieve_arith_init()
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