G:=SmallGroup (7^6, 251);
A := AutomorphismGroupByInvariants (G);
AutomorphismGroupByInvariants(
G: GrpPC
)
PseudoIsometryGroup(
T: Tensor of valence 3, U2 x U1 >-> U0 U2 : Full Vector space o...
)
SearchCosetsW(
T: Tensor of valence 3, U2 x U1 >-> U0 U2 : Full Vector space o...,
Supergroup: MatrixGroup(6, GF(7)) of order 2^6 3^6 7^5,
Subgroup: MatrixGroup(6, GF(7)) of order 2,
piV: Mapping from: GL(6, GF(7)) to GL(3, GF(7)) given by a rule [...,
piW: Mapping from: GL(6, GF(7)) to GL(3, GF(7)) given by a rule [...,
THE_W_INDEX: 74088,
MAX: 1073741824
)
__test_pseudo_extension(
T: Tensor of valence 3, U2 x U1 >-> U0 U2 : Full Vector space o...,
Supergroup: MatrixGroup(6, GF(7)) of order 2^6 3^6 7^5,
Subgroup: MatrixGroup(6, GF(7)) of order 2,
h: [2 0 0] [5 3 5] [3 1 0]
)
In file "/home/eobr007/Stabiliser/Auto-Sandbox/src/isom-test.m", line 255,
column 3:
G:=SmallGroup (7^6, 251); A := AutomorphismGroupByInvariants (G);
AutomorphismGroupByInvariants( G: GrpPC ) PseudoIsometryGroup( T: Tensor of valence 3, U2 x U1 >-> U0 U2 : Full Vector space o... ) SearchCosetsW( T: Tensor of valence 3, U2 x U1 >-> U0 U2 : Full Vector space o..., Supergroup: MatrixGroup(6, GF(7)) of order 2^6 3^6 7^5, Subgroup: MatrixGroup(6, GF(7)) of order 2, piV: Mapping from: GL(6, GF(7)) to GL(3, GF(7)) given by a rule [..., piW: Mapping from: GL(6, GF(7)) to GL(3, GF(7)) given by a rule [..., THE_W_INDEX: 74088, MAX: 1073741824 ) __test_pseudo_extension( T: Tensor of valence 3, U2 x U1 >-> U0 U2 : Full Vector space o..., Supergroup: MatrixGroup(6, GF(7)) of order 2^6 3^6 7^5, Subgroup: MatrixGroup(6, GF(7)) of order 2, h: [2 0 0] [5 3 5] [3 1 0] ) In file "/home/eobr007/Stabiliser/Auto-Sandbox/src/isom-test.m", line 255, column 3: