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Searched refs:PermList (Results 1 – 25 of 188) sorted by relevance

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/dports/math/gap/gap-4.11.0/pkg/SmallGrp-1.4.1/tst/
H A Dordering.tst4 gap> PermList(List([1..NrSmallGroups(3^7)],SMALLGP_PERM3));
6 gap> Order(PermList(List([1..NrSmallGroups(5^7)],SMALLGP_PERM5)));
8 gap> Order(PermList(List([1..NrSmallGroups(7^7)],SMALLGP_PERM7)));
10 gap> Order(PermList(List([1..NrSmallGroups(11^7)],SMALLGP_PERM11)));
/dports/math/gap/gap-4.11.0/tst/testinstall/kernel/
H A Dpermutat.tst61 gap> permprops(PermList(Concatenation([2^17], [1..2^17-1])));
83 gap> permprops(PermList(Concatenation([2^16+1], [1..2^16])));
88 gap> permprops(PermList(Concatenation([2^16], [1..2^16-1])));
93 gap> permprops(PermList(Concatenation([2^16-1], [1..2^16-2])));
98 gap> permprops(PermList(Concatenation([2^16-2], [1..2^16-3])));
103 gap> permprops(PermList(Concatenation([2,1,2^16], [3..2^16-1])));
108 gap> permprops(PermList(Concatenation(List([1,3..2^16-1], x -> [x+1,x]))));
/dports/math/gap/gap-4.11.0/tst/testinstall/
H A Dperm.tst272 # PermList
274 gap> PermList([1,2,3]) = ();
276 gap> () = PermList([1,2,3]);
278 gap> (1,2) = PermList([2,1,3]);
280 gap> PermList([2,1,3]) = (1,2);
292 # PermList error handling
293 gap> PermList(1);
297 gap> PermList([1,,3]);
299 gap> PermList([1,fail,3]);
301 gap> PermList([1,0,3]);
[all …]
/dports/math/gap/gap-4.11.0/pkg/recog-1.3.2/examples/
H A Dsmlbase.g9 gensd := List(gensd,PermList);
162 Add(gensd,PermList(l));
167 Add(gensd,PermList(l));
H A Dglwrgltens.g29 cyc := PermList(Concatenation([2..r],[1]));
63 cyc := PermList(Concatenation([2..r],[1]));
/dports/math/gap/gap-4.11.0/tst/teststandard/
H A Dgrpprmcs.tst300 gap> perm1:= PermList( Concatenation( [ 2 .. 1103 ], [ 1 ] ) );;
301 gap> perm2:= PermList( List( [1 .. 1103 ], x -> (5*x mod 1103) +1 ) );;
1063 > x -> [ PermList( List( [ 1 .. 7920 ],
1065 > PermList( List( [ 1 .. 7920 ],
1100 gap> g:= Group( List( gens, PermList ), () );;
1793 gap> p:= List( gens, i -> PermList( List( e, j -> Position( e, i*j ) ) ) );;
1794 gap> q:= List( gens, i -> PermList( List( e, j -> Position( e, j*i ) ) ) );;
/dports/math/gap/gap-4.11.0/pkg/recog-1.3.2/tst/quick/
H A DProjTensorInduced.tst7 gap> p := PermList(lll);;
13 gap> p := PermList(lll);;
/dports/math/gap/gap-4.11.0/pkg/MajoranaAlgebras-1.4/gap/
H A DExamplesPaper.gi162 …z1 := PermList([2,4,8,1,13,15,17,10,21,3,5,25,11,28,16,6,18,7,33,27,22,9,14,35,26, 12,37,23,39,38,…
163 z2 := PermList([3,6,9,11,1,13,2,10,14,23,24,4,19,5,29,31,33,35,7,8,38,18,
177 …z1 := PermList([ 1,6,5,9,3,2,11,8,4,14,7,17,20,10,23,25,12,30,29,13,34,36,15,39,16, 42,43,28,19,18…
178 …z2 := PermList([2,7,8,1,6,10,3,4,12,5,15,18,9,19,24,11,27,31,32,33,14,13,37,40,41, 16,20,17,43,42,…
/dports/math/gap/gap-4.11.0/pkg/ctbllib/tst/
H A Do8p2s3_o8p5s3.g76 t_3n:= PermList( Concatenation( [[1..~.n]+2*~.n,[1..~.n],[1..~.n]+~.n] ) ),
82 b:= PermList( Concatenation( ListPerm( ~.deg120.b ),
133 t_3N:= PermList( Concatenation( [[1..~.N]+2*~.N,[1..~.N],[1..~.N]+~.N] ) ),
139 b:= PermList( Concatenation( ListPerm( ~.deg19656.b ),
/dports/math/gap/gap-4.11.0/pkg/ferret-1.0.2/tst/
H A Drandom_obj.g159 Append(perms, [PermList(l)]);
167 Append(perms, [PermList(l)]);
174 Append(perms, [PermList(l)]);
188 Append(perms, [PermList(l)]);
/dports/math/gap/gap-4.11.0/pkg/YangBaxter-0.9.0/lib/
H A Dradical.gi10 return Group(List(perms, PermList));
36 # return Group(List(perms, PermList));
H A Dybe.gi155 l := List(LMatrix(obj), PermList);
164 # if PermList(LMatrix(obj)[x]) = fail then
168 #SetLPerms(obj, List(LMatrix(obj), PermList));
179 l := List(RMatrix(obj), PermList);
201 return LPerms(obj);# List(obj!.l_actions, x->PermList(x));
537 return PermList(perm);
556 lperms := List(obj!.l_actions, PermList);
557 rperms := List(obj!.r_actions, PermList);
587 return PermList(perm);
620 T := PermList(List([1..Size(obj)], x->x^Inverse(sigmas[x])));
[all …]
H A Dchecking.gi25 if fail in List([1..size], i->PermList(m[i])) then
59 if PermList(m[i]) = fail then
H A Dskew.gi608 return PermList(p);
659 lperms := List(lperms, PermList);
660 rperms := List(TransposedMat(rperms), PermList);
689 lperms := List(lperms, PermList);
866 p := List(add, PermList);
867 q := List(mul, PermList);
890 p := List(add, PermList);
891 q := List(mul, PermList);
916 mul := List(mul, PermList);
1005 mul := List(mul, PermList);
[all …]
/dports/math/gap/gap-4.11.0/pkg/recog-1.3.2/tst/slow/
H A Dbasic.tst46 gap> x := PermList(Concatenation([2..1000],[1],[1002,1003,1001]))^1000;;
47 gap> y := PermList(Concatenation([2..1000],[1],[1001,1002,1004,1005,1003]))^1000;;
/dports/math/gap/gap-4.11.0/pkg/images-1.3.0/tst/
H A Dtest_functions.g18 Append(perms, [PermList(l)]);
27 Append(perms, [PermList(l)]);
165 CheckMinimalImageTest(Group(()), PermList([]), OnPoints, Minimum);
166 CheckMinimalImageTest(Group((1,2,3)), PermList([]), OnPoints, Minimum);
167 CheckMinimalImageTest(Group(()), PermList([3,2,1]), OnPoints, Minimum);
/dports/math/gap/gap-4.11.0/grp/
H A Dbasicprm.gi202 g := PermList( Concatenation( [2..n], [1] ) );
233 g:= PermList( Concatenation( [ 2 .. 2n/2 ], [ 1 ] ) );
234 h:= PermList( Concatenation( [ 1 ], Reversed( [ 2 .. 2n/2 ] ) ) );
251 y := PermList( Concatenation( [2..n/2], [1], [n/2+2..n], [n/2+1] ) );
252 …x := PermList( Concatenation( Cycle( y^-1, [n/2+1..n], n/2+1 ), Cycle( y^-1, [1..n/2], n/4+1 ) ) );
/dports/math/gap/gap-4.11.0/pkg/semigroups-3.2.3/gap/semigroups/
H A Dsemiex.gi168 x := Permuted(x, PermList(Concatenation([2 .. m], [1])));
178 y[1] := Permuted(y[1], PermList(Concatenation([2 .. n], [1])));
197 x := Permuted(x, PermList(Concatenation([2 .. m], [1])));
207 y[1] := Permuted(y[1], PermList(Concatenation([2 .. n], [1])));
221 PermList(Concatenation([1], [3 .. m], [2])));
232 y[1] := Permuted(y[1], PermList(Concatenation([2 .. n], [1])));
276 PermList(Concatenation([2 ..
280 PermList(Concatenation([1],
575 gens := Set([PermList(Concatenation([2 .. n], [1])), (1, 2)]);
667 p := PermList(Concatenation([n], [1 .. n - 1]));
[all …]
/dports/math/gap/gap-4.11.0/tst/testbugfix/
H A D2005-10-05-t00115.tst2 gap> p := PermList(Concatenation([2..10000],[1]));;
/dports/math/gap/gap-4.11.0/pkg/images-1.3.0/gap/
H A DsmallestImage.gi71 Add(generators, PermList(l));
96 return PermList(order)^-1;
323 return PermList(perm);
409 return PermList(lresult);
473 Add(result, PermList(p));
486 Add(result, PermList(Flat([ [max+1..max*2], [1..max]])));
487 Add(result, PermList(Flat([ [max+1..max*copies], [1..max]])));
579 return PermList(List([1..maxIn], x -> (x^imageperm - 1) mod maxIn + 1));
/dports/math/gap/gap-4.11.0/pkg/hapcryst-0.1.13/examples/
H A Dhasse_diagram_reformat.gi31 pi:=PermList(permlist);
36 #pi2:=PermList(permlist);
/dports/math/gap/gap-4.11.0/pkg/MapClass-1.4.4/lib/
H A Dperm.gi17 return (ActionOnOrbit,x->PermList(x));
/dports/math/gap/gap-4.11.0/pkg/modisom-2.5.1/gap/group/
H A Dgroup.gi17 n := PermList(n);
/dports/security/keybase/client-v5.7.1/go/kbfs/libpages/config/
H A Dper_path_configs_v1.go17 PermList = "list" const
61 case PermList:
/dports/databases/cego/cego-2.47.11/src/
H A DCegoAdm.def212 Statement : SET PERMISSION IDENTIFIER WITH PermList FOR IDENTIFIER ; setPermAction
213 PermList : PermList KSEP PermEntry
214 PermList : PermEntry

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