/dports/security/libadacrypt/Ada-Crypto-Library-abc534f/src/ |
H A D | crypto-asymmetric-rsa.adb | 65 or X.P*X.Q /= X.N or (X.P-1)*(X.Q-1) /= X.Phi or Gcd(X.D, X.P) /= 1 66 or Gcd(X.D, X.Q) /= Big_Unsigned_One then 94 exit when Gcd(Public_Key.E, Private_Key.Phi) = Big_Unsigned_One; 102 exit when Gcd(Public_Key.E, Private_Key.Phi) =
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/dports/math/gap/gap-4.11.0/pkg/FactInt-1.6.3/lib/ |
H A D | ecm.gi | 124 p := Gcd(a^2 - 4,n); 143 p := Gcd(Point[2],n); 164 p := Gcd(PowerTable[i][2],n); 187 p := Gcd(StepPower[2],n); 206 p := Gcd(BufProd,n); 270 else p := Gcd(a2,n); fi;
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/dports/math/gap/gap-4.11.0/tst/testinstall/ |
H A D | ratfun.tst | 146 gap> Gcd(t-2,t^2-2*t); 163 gap> Gcd(DefaultRing(f),f,g); 165 gap> Gcd(f,g);
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/dports/math/gap/gap-4.11.0/lib/ |
H A D | grpffmat.gi | 414 rep := List([1..Gcd(q-1, n)-1], i-> IdentityMat(n, GF(q))); 415 for i in [1..Gcd(q-1, n)-1] do 437 gcd := Gcd(Concatenation(List(a, b-> b[4]))); 438 gcd := Gcd(gcd, q-1); 568 return Sum(Cartesian(DivisorsInt(Gcd( f,q - 1)), 569 DivisorsInt(Gcd(n/f,q - 1))), 601 * NrConjugacyClassesGL(n/Product(d),q)/(q - 1))/Gcd(n,q - 1); 626 return Sum(Cartesian(DivisorsInt(Gcd( f,q + 1)), 627 DivisorsInt(Gcd(n/f,q + 1))), 659 * NrConjugacyClassesGU(n/Product(d),q)/(q + 1))/Gcd(n,q + 1);
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/dports/math/cgal/CGAL-5.3/include/CGAL/ |
H A D | Algebraic_structure_traits.h | 73 typedef Null_functor Gcd; typedef 114 typedef Null_functor Gcd; typedef 219 typename AST::Gcd gcd; in operator() 272 class Gcd
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/dports/math/gap/gap-4.11.0/pkg/recog-1.3.2/contrib/akos/ |
H A D | char2sl.g | 15 yy:=y^(order/Gcd(order,q-1)); 23 yyy:=y^(Gcd(order,q-1));
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H A D | char2ver2.g | 15 yy:=y^(order/Gcd(order,q-1)); 23 yyy:=y^(Gcd(order,q-1));
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/dports/net-im/matterbridge/matterbridge-1.22.3/vendor/github.com/yaegashi/msgraph.go/beta/ |
H A D | RequestWorkbookFunctionsGcd.go | 11 func (b *WorkbookFunctionsRequestBuilder) Gcd(reqObj *WorkbookFunctionsGcdRequestParameter) *Workbo… func
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/dports/math/fricas/fricas-1.3.7/src/algebra/ |
H A D | muldep.spad | 2 ++ Gcd basis 6 ++ Gcd basis provides functions to find structure of multiplicative 7 ++ group (and semigroup) generated by elements of Gcd domain.
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/dports/www/ilias/ILIAS-5.4.25/libs/composer/vendor/phpoffice/phpspreadsheet/src/PhpSpreadsheet/Calculation/MathTrig/ |
H A D | Gcd.php | 8 class Gcd class
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/dports/math/sympol/SymPol-0.1.9/external/lrslib-042c/ |
H A D | lrslib.c | 814 lrs_mp_vector Gcd, Lcm; in lrs_read_dic() local 824 Gcd = Q->Gcd; in lrs_read_dic() 833 itomp (ONE, Gcd[0]); in lrs_read_dic() 857 storesign (Gcd[i], POS); in lrs_read_dic() 873 itomp (ONE, Gcd[i]); in lrs_read_dic() 3962 lrs_clear_mp_vector (Q->Gcd,m); in lrs_free_dat() 4086 Q->Gcd = lrs_alloc_mp_vector(m); in lrs_alloc_dic() 4357 lrs_mp_vector Gcd, Lcm; in lrs_set_row_mp() local 4365 Gcd = Q->Gcd; in lrs_set_row_mp() 4394 storesign (Gcd[i], POS); in lrs_set_row_mp() [all …]
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/dports/security/cryptopp/cryptopp-8.6.0/ |
H A D | elgamal.h | 233 CRYPTOPP_ASSERT(Integer::Gcd(x, q) == Integer::One()); in Validate() 234 pass = pass && Integer::Gcd(x, q) == Integer::One(); in Validate()
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/dports/emulators/citra-qt5/citra-ac98458e0/externals/cryptopp/cryptopp/ |
H A D | elgamal.h | 233 CRYPTOPP_ASSERT(Integer::Gcd(x, q) == Integer::One()); in Validate() 234 pass = pass && Integer::Gcd(x, q) == Integer::One(); in Validate()
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/dports/emulators/citra/citra-ac98458e0/externals/cryptopp/cryptopp/ |
H A D | elgamal.h | 233 CRYPTOPP_ASSERT(Integer::Gcd(x, q) == Integer::One()); in Validate() 234 pass = pass && Integer::Gcd(x, q) == Integer::One(); in Validate()
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/dports/sysutils/fusefs-securefs/securefs-0.12.0/external/cryptopp/ |
H A D | elgamal.h | 233 CRYPTOPP_ASSERT(Integer::Gcd(x, q) == Integer::One()); in Validate() 234 pass = pass && Integer::Gcd(x, q) == Integer::One(); in Validate()
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/dports/www/ilias/ILIAS-5.4.25/libs/composer/vendor/phpoffice/phpspreadsheet/src/PhpSpreadsheet/Style/NumberFormat/ |
H A D | FractionFormatter.php | 20 $GCD = MathTrig\Gcd::evaluate($decimalPart, $decimalDivisor);
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/dports/math/gap/gap-4.11.0/pkg/SymbCompCC-1.3.1/gap/PPowerPoly/ |
H A D | ppowerpolyloc.gi | 65 gcd_n := Gcd( ec1_num ); 66 gcd_d := Gcd( ec2_num ); 68 gcd := Gcd( gcd_d, gcd_n ); 125 gcd_n := Gcd( ec1_num ); 126 gcd_d := Gcd( ec2_num ); 128 gcd := Gcd( gcd_d, gcd_n );
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/dports/math/gap/gap-4.11.0/pkg/Gauss-2019.09.02/gap/ |
H A D | HermiteSparse.gi | 69 min := [ i, Gcd( Int( entries[ row_indices[i] ][ 1 ] ), char ) ]; 72 g := Gcd( Int( entries[ row_indices[i] ][ 1 ] ), char ); 194 min := [ i, Gcd( Int( entries[ row_indices[i] ][ 1 ] ), char ) ]; 198 g := Gcd( Int( entries[ row_indices[i] ][ 1 ] ), char ); 486 min := [ i, Gcd( Int( entries[ row_indices[i] ][ 1 ] ), char ) ]; 489 g := Gcd( Int( entries[ row_indices[i] ][ 1 ] ), char );
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/dports/math/yacas/yacas-1.9.1/scripts/numbers.rep/ |
H A D | NumberTheory.ys | 92 gcd := Gcd(n,k); 106 18 # JacobiSymbol(_a, _b) _ (Gcd(a,b)>1) <-- 0;
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/dports/math/cgal/CGAL-5.3/examples/Polynomial/ |
H A D | gcd_up_to_constant_factor.cpp | 11 PT_1::Gcd gcd; in main()
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/dports/security/rustscan/RustScan-2.0.1/cargo-crates/gcd-2.0.1/benches/ |
H A D | gcd_benchmark.rs | 7 use gcd::Gcd;
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/dports/math/gap/gap-4.11.0/pkg/liepring-1.9.2/gap/ |
H A D | valsfun.gi | 149 if Length(e) <> P^2 + (P+1)/2 - Gcd(P-1,4)/2 then 224 f := (Gcd(P-1,3)*(P^2+3*P+11)+1)/2; 259 f := ((Gcd(P-1,3) * (P^2+P+1))+5)/2; 753 l := (P+1+(P+3)*Gcd(P-1,3)+Gcd(P-1,4))/2; 803 l := 3*P + 3 + (P^2+2*P+3)*Gcd(P-1,3)/2; 914 l := (P+1+(P+3)*Gcd(P-1,3)+Gcd(P-1,4))/2; 950 l := 3+Gcd(P-1,3)*(P+3+Gcd(P-1,4))/4; 986 l := 2+Gcd(P-1,3)*(P+7-Gcd(P-1,4))/4; 1024 l := (5*P-7+(P^2-5)*Gcd(P-1,3)-Gcd(P-1,4))/2; 1360 l := P-3+Gcd(P-1,4)/2; [all …]
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/dports/math/yacas/yacas-1.9.1/scripts/factors.rep/ |
H A D | binaryfactors.ys | 64 Set(lgcd,Gcd({andiv,an,root})); 94 Set(gcd,Gcd(poly)); 128 // Set(testpoly,Mkc(Div(polynom,Monic(Gcd(polynom,Deriv(var)polynom))),var));
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/dports/math/yacas/yacas-1.9.1/scripts/stubs.rep/ |
H A D | om.ys | 9 OMDef( "Gcd", "arith1","gcd" );
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/dports/math/maxima/maxima-5.43.2/share/algebra/charsets/ |
H A D | README | 37 [Gcd, RootOf, charsets_die, charsets_dieA, coeffs, complexity, 53 * Gcd and RootOf are only referenced in charsets_Malgcd which is
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