On 2017-09-16, Thierry <sage-googlesu...@lma.metelu.net> wrote:
> Do you have it in the Python/Sage format ?
K = GF(8,'x')
x = K.gen()
D = {
"group": "A5",
"generators": [ "1a", "1b", "1a1b1", "1b1a1" ],
"npims": 2,
"pimnames": [ "1a", "1b" ],
"cartan": [ [ 2, 1 ], [ 1, 2 ] ],
"dim": [ 3, 3 ],
"adjmat": [ [ 0, 1 ], [ 1, 0 ] ],
"1a": {
"start": 1,
"ende": 1,
"name": "id1a",
"mat": MatrixSpace(K,3,3)([ [ x^0, 0*x, 0*x ], [ 0*x, x^0, 0*x ],
[ 0*x, 0*x, x^0 ] ]) },
"1b": {
"start": 2,
"ende": 2,
"name": "id1b",
"mat": MatrixSpace(K,3,3)([ [ x^0, 0*x, 0*x ], [ 0*x, x^0, 0*x ],
[ 0*x, 0*x, x^0 ] ]) },
"1a1b1": {
"start": 2,
"ende": 1,
"name": "1a1b1",
"mat": MatrixSpace(K,3,3)([ [ x^0, x^0, x^0 ], [ x, x^0, 0*x ],
[ x^0, x, 0*x ] ]) },
"1b1a1": {
"start": 1,
"ende": 2,
"name": "1b1a1",
"mat": MatrixSpace(K,3,3)([ [ x, x^0, 0*x ], [ x, 0*x, x ],
[ x, x^0, 0*x ] ]) },
"matrices": {
"pim1a": {
1: [ [ 1, 1, x^0 ], [ 2, 2, x^0 ] ],
2: [ [ 3, 3, x^0 ] ],
3: [ [ 3, 2, x^0 ] ],
4: [ [ 1, 3, x^0 ] ],
"perm": [ 1, 3, 2 ],
"spinningtree": [ {
"ende": 1,
"name": [ ],
"tree": [ ] }, {
"ende": 1,
"name": [ "1b1a1", "1a1b1" ],
"tree": [ 3, 3 ] }, {
"ende": 2,
"name": [ "1b1a1" ],
"tree": [ 1, 4 ] } ] },
"pim1b": {
1: [ [ 1, 1, x^0 ] ],
2: [ [ 2, 2, x^0 ], [ 3, 3, x^0 ] ],
3: [ [ 2, 1, x^0 ] ],
4: [ [ 1, 3, x^0 ] ],
"perm": [ 2, 1, 3 ],
"spinningtree": [ {
"ende": 1,
"name": [ "1a1b1" ],
"tree": [ 2, 3 ] }, {
"ende": 2,
"name": [ ],
"tree": [ ] }, {
"ende": 2,
"name": [ "1a1b1", "1b1a1" ],
"tree": [ 1, 4 ] } ] } } }
Note that the routine I wrote for transforming libgap data
into sage data takes longer than reading the data into libgap.
Probably I didn't do it well.
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