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GAP 4.8.9 installation with standard packages -- copy to your CoCalc project to get it
Project: cocalc-sagemath-dev-slelievre
Views: 418346############################################################################### ## #F ParPres-2-1.gi The SymbCompCC package D�rte Feichtenschlager ## ############################################################################### ## ## define the infinite coclass families in G(2,1) ## ############################################################################### ## ## define global variables ## InstallValue( One1_PPGV21, Int2PPowerPoly( 2, 1 ) ); InstallValue( Zero0_PPGV21, Int2PPowerPoly( 2, 0 ) ); InstallValue( TwoXP1_PPGV21, [ 2, [0,2], true, [1,1] ] ); InstallValue( TwoX_PPGV21, [ 2, [0,1] , true, [1,0] ] ); InstallValue( ParPresGlobalVar_2_1_Names, [ "D", "Q", "SD" ] ); ############################################################################### ## ## relations and exponents ## InstallValue( ParPresGlobalVar_2_1, [ rec( rel := [[[[1,0]]],[[[2,1],[3,PPP_Subtract(TwoXP1_PPGV21,One1_PPGV21)]],[[3,One1_PPGV21]]],[[[3,PPP_Subtract(TwoXP1_PPGV21,One1_PPGV21)]],[[3,One1_PPGV21]],[[3,Zero0_PPGV21]]]], expo := TwoXP1_PPGV21, n := 2, d := 1, m := 0, prime := 2, cc := 1, expo_vec := [], name := "D" ) , rec( rel := [[[[3,TwoX_PPGV21]]],[[[2,1],[3,PPP_Subtract(TwoXP1_PPGV21,One1_PPGV21)]],[[3,One1_PPGV21]]],[[[3,PPP_Subtract(TwoXP1_PPGV21,One1_PPGV21)]],[[3,One1_PPGV21]],[[3,Zero0_PPGV21]]]], expo := TwoXP1_PPGV21, n := 2, d := 1, m := 0, prime := 2, cc := 1, expo_vec := [], name := "Q" ), rec( rel := [[[[1,0]]],[[[2,1],[3,PPP_Subtract(TwoX_PPGV21,One1_PPGV21)]],[[3,One1_PPGV21]]],[[[3,PPP_Subtract(TwoXP1_PPGV21,One1_PPGV21)]],[[3,One1_PPGV21]],[[3,Zero0_PPGV21]]]], expo := TwoXP1_PPGV21, n := 2, d := 1, m := 0, prime := 2, cc := 1, expo_vec := [], name := "SD" ) ] ); ################################################################################ ## ## ParPresGlobalVar_2_1 immutable machen ## MakeImmutable( ParPresGlobalVar_2_1 ); #E ParPres-2-1.gi . . . . . . . . . . . . . . . . . . . . . . . . . ends here