The number of selection methods for maximum linear independent vectors.
$begingroup$
If the rank of a vector group consisting of s n-dimensional vectors is r, how many ways to select the maximum linear independent group are there at most?
Can we construct an example so that any r vectors can be a maximally linear independent group?
linear-algebra
asked Jan 1 at 16:36
ZeroZero
592111
$endgroup$
add a comment |
$begingroup$
If the rank of a vector group consisting of s n-dimensional vectors is r, how many ways to select the maximum linear independent group are there at most?
Can we construct an example so that any r vectors can be a maximally linear independent group?
linear-algebra
asked Jan 1 at 16:36
ZeroZero
592111
$endgroup$
add a comment |
$begingroup$
If the rank of a vector group consisting of s n-dimensional vectors is r, how many ways to select the maximum linear independent group are there at most?
Can we construct an example so that any r vectors can be a maximally linear independent group?
linear-algebra
asked Jan 1 at 16:36
ZeroZero
592111
$endgroup$
If the rank of a vector group consisting of s n-dimensional vectors is r, how many ways to select the maximum linear independent group are there at most?
Can we construct an example so that any r vectors can be a maximally linear independent group?
linear-algebra
linear-algebra
asked Jan 1 at 16:36
ZeroZero
592111
asked Jan 1 at 16:36
ZeroZero
592111
asked Jan 1 at 16:36
ZeroZero
592111
asked Jan 1 at 16:36
ZeroZero
592111
asked Jan 1 at 16:36
ZeroZero
592111
592111
add a comment |
add a comment |
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