SSL Examples.gi
Interaktion und PortierbarkeitShell
BindGlobal("MAJORANA_Example_S3S3", function()
local G, T, ex;
G := Group((1,2),(1,3),(4,5),(4,6));;
T := [(1,2),(1,3),(2,3),(4,5),(4,6),(5,6)];;
ex := ShapesOfMajoranaRepresentation(G,T);;
return ex; end
);
BindGlobal("MAJORANA_Example_A8",function()
local G, T,input;
G:=AlternatingGroup(8);
T:=ShallowCopy(AsList(ConjugacyClass(G, (1,2)(3,4))));
input := ShapesOfMajoranaRepresentationAxiomM8(G,T);
return(input); end
);
t := (1,7)(2,47)(3,79)(4,25)(5,97)(6,41)(8,86)(9,52)(10,28)(14,42)(15,70)(16,80)(17,72)(19,20)(21,65)(22,90)(24,96)(26,64)(27,36)(29,67)(31,92)(32,69)(33,49)(34,88)(35,83)(37,74)(40,99)(45,48)(50,93)(51,82)(53,84)(55,63)(58,60)(59,77)(61,87)(62,95)(68,100)(73,81)(76,85)(89,98);
T := ShallowCopy(AsList(ConjugacyClass(G, t)));
return ShapesOfMajoranaRepresentationAxiomM8(G,T);; end );
BindGlobal("MAJORANA_Example_L34",function()
local G, T, ex;
G := PSL(3,4);;
T := Filtered(G, x -> Order(x) = 2);;
ex := ShapesOfMajoranaRepresentationAxiomM8(G,T);;
return ex; end );
BindGlobal("MAJORANA_Example_L42",function()
local G, T, C, ex;
G := PSL(4,2);
C := ConjugacyClasses(G);
C := Filtered(C, x -> Order(Representative(x)) = 2);
C := Filtered(C, x -> Size(x) = 210);
T := ShallowCopy(AsList(C[1]));
ex := ShapesOfMajoranaRepresentationAxiomM8(G,T);
return ex; end );
BindGlobal("MAJORANA_Example_U33",function()
local G, T, ex;
G := PSU(3,3);
T := Filtered(G, x -> Order(x) = 2);
ex := ShapesOfMajoranaRepresentationAxiomM8(G,T);
return(ex); end);
BindGlobal("MAJORANA_Example_U42T1",function()
local G, T, C, ex;
G := PSU(4,2);
C := ConjugacyClasses(G);
C := Filtered(C, x -> Order(Representative(x)) = 2);
C := Filtered(C, x -> Size(x) = 45);
T := ShallowCopy(AsList(C[1]));
ex := ShapesOfMajoranaRepresentationAxiomM8(G,T);
return ex; end );
BindGlobal("MAJORANA_Example_U42T2",function()
local G, T, C, ex;
G := PSU(4,2);
C := ConjugacyClasses(G);
C := Filtered(C, x -> Order(Representative(x)) = 2);
C := Filtered(C, x -> Size(x) = 270);
T := ShallowCopy(AsList(C[1]));
ex := ShapesOfMajoranaRepresentationAxiomM8(G,T);
return ex; end );
BindGlobal("MAJORANA_Example_25S5", function()
local a, b, c, C, G, T, ex;
a := (1,2)(3,4)(5,6)(7,8)(9,10)(11,12) ;;
b := (1,3)(2,4)(5,7)(6,8)(9,11)(10,12) ;;
c := (1,8)(2,6)(3,9)(4,12)(5,10)(7,11) ;;
G := Group(a,b,c);;
C := ConjugacyClasses(G);
C := Filtered(C,x -> Order(Representative(x)) = 2);
T := [];
Append(T,AsList(C[1]));
Append(T,AsList(C[3]));
Append(T,AsList(C[4]));
Append(T,AsList(C[6]));
Append(T,AsList(C[7]));
ex := ShapesOfMajoranaRepresentationAxiomM8(G,T);
return ex; end);
BindGlobal("MAJORANA_Example_24A5", function()
local a, b, c, C, G, T, ex;
a := (1, 2)(3, 4)(5, 6)(7, 8)(9, 10)(11, 12) ;;
b := (1, 11)(2, 12)(3, 9)(4, 10)(5, 6)(13, 14) ;;
c := (1, 3)(2, 15)(4, 13)(6, 12)(7, 11)(14, 16) ;;
G := Group(a,b,c);
T := [];
Append(T, AsList(ConjugacyClass(G,a)));
Append(T, AsList(ConjugacyClass(G,(a*c)^3)));
ex := ShapesOfMajoranaRepresentationAxiomM8(G,T);
return ex; end);
BindGlobal("MAJORANA_Example_2wr2", function()
local a, b, c, G, T, ex;
a := (1,2)(3,4);;
b := (1,3)(2,4)(5,6)(7,8);;
c := (1,5)(2,7);;
G := Group(a,b,c);;
T := [ (1,2)(3,4), (3,4)(5,7), (1,2)(6,8), (5,7)(6,8), (1,3)(2,4)(5,6)(7,8),
(1,6)(2,8)(3,5)(4,7), (1,8)(2,6)(3,7)(4,5), (1,4)(2,3)(5,8)(6,7), (1,5)(2,7),
(1,7)(2,5), (3,6)(4,8), (3,8)(4,6), (1,4)(2,3)(5,6)(7,8), (1,6)(2,8)(3,7)(4,5),
(1,8)(2,6)(3,5)(4,7), (1,3)(2,4)(5,8)(6,7) ];;
ex := ShapesOfMajoranaRepresentationAxiomM8(G,T);
return ex; end);
BindGlobal("MAJORANA_Example_thesis", function()
local a, b, c, T, G, ex;
a := (1,2)(3,4);;
b := (5,6)(7,8);;
c := (1,3)(5,7);;
G := Group(a,b,c);;
T := [a, a^c, b, b^c, c, c^a, c^b, c^(a*b), a*b, (a*b)^c];;
ex := ShapesOfMajoranaRepresentationAxiomM8(G,T);
return ex; end );
BindGlobal("MAJORANA_Example_M12", function()
local G, T, ex;
G := MathieuGroup(12);;
T := ShallowCopy(AsList(ConjugacyClass(G, (1,11)(2,7)(3,5)(4,6)(8,9)(10,12))));
ex := ShapesOfMajoranaRepresentationAxiomM8(G,T);;
return ex; end );
BindGlobal( "MAJORANA_Example_min3gen9", function()
local a, b, c, G, T;
a := (1,3)(2,4);; b := (1,5)(2,6)(3,7)(4,8);; c := (1,8)(2,5)(3,6)(4,7);;
G := Group(a, b, c);;
T := [a, a^b, b, b^a, c, c^a];;
return ShapesOfMajoranaRepresentation(G,T);; end );
Messung V0.5 in Prozent
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