Spracherkennung für: .tst vermutete Sprache: Unknown {[0] [0] [0]} [Methode: Schwerpunktbildung, einfache Gewichte, sechs Dimensionen]
# Multiplying a compressed matrix by a scalar could result
# in corrupt data. See <
https://github.com/gap-system/gap/issues/5684>
#
gap> g1 := GO(
1,
6,
64).
1;
< immutable compressed matrix
6x6 over GF(
64) >
gap> a := g1*Z(
2^
4)^
5;
< immutable compressed matrix
6x6 over GF(
64) >
gap> b := g1*Z(
2^
2);
< immutable compressed matrix
6x6 over GF(
64) >
gap> a = b;
true
gap> TransposedMat(a) = TransposedMat(b);
true
gap> List(a, Q_VEC8BIT);
[
64,
64,
64,
64,
64,
64 ]
gap> List(b, Q_VEC8BIT);
[
64,
64,
64,
64,
64,
64 ]
# also verify printing matches
gap> Display(a);
z = Z(
64)
z^
22 . . . . .
. z^
20 . . . .
. . . z^
21 . .
. . z^
21 . . .
. . . . . z^
21
. . . . z^
21 .
gap> Display(b);
z = Z(
64)
z^
22 . . . . .
. z^
20 . . . .
. . . z^
21 . .
. . z^
21 . . .
. . . . . z^
21
. . . . z^
21 .
gap> Display(TransposedMat(a));
z = Z(
64)
z^
22 . . . . .
. z^
20 . . . .
. . . z^
21 . .
. . z^
21 . . .
. . . . . z^
21
. . . . z^
21 .
gap> Display(TransposedMat(b));
z = Z(
64)
z^
22 . . . . .
. z^
20 . . . .
. . . z^
21 . .
. . z^
21 . . .
. . . . . z^
21
. . . . z^
21 .
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