L-2 norm of (A * x) , where A is m*n fixed matrix and x is a n - dimensional vector with iid N(0,1) entries ...
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L-2 norm of (A * x) , where A is m*n fixed matrix and x is a n - dimensional vector with iid N(0,1) entries
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I would like to get an upper bound ( as tight as possible ) to the L-2 norm of (A * x) , where A is m*n fixed matrix and x is a n - dimensional vector with iid N(0,1) entries
norm
asked Mar 22 at 20:26
Samrat RoySamrat Roy
1
$endgroup$
add a comment |
$begingroup$
I would like to get an upper bound ( as tight as possible ) to the L-2 norm of (A * x) , where A is m*n fixed matrix and x is a n - dimensional vector with iid N(0,1) entries
norm
asked Mar 22 at 20:26
Samrat RoySamrat Roy
1
$endgroup$
add a comment |
$begingroup$
I would like to get an upper bound ( as tight as possible ) to the L-2 norm of (A * x) , where A is m*n fixed matrix and x is a n - dimensional vector with iid N(0,1) entries
norm
asked Mar 22 at 20:26
Samrat RoySamrat Roy
1
$endgroup$
I would like to get an upper bound ( as tight as possible ) to the L-2 norm of (A * x) , where A is m*n fixed matrix and x is a n - dimensional vector with iid N(0,1) entries
norm
norm
asked Mar 22 at 20:26
Samrat RoySamrat Roy
1
asked Mar 22 at 20:26
Samrat RoySamrat Roy
1
asked Mar 22 at 20:26
Samrat RoySamrat Roy
1
asked Mar 22 at 20:26
Samrat RoySamrat Roy
1
asked Mar 22 at 20:26
Samrat RoySamrat Roy
1
1
add a comment |
add a comment |
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