Teamviewer Trial Version Expired Crackinstmanks
CLICK HERE - https://urlgoal.com/2sEI2x
Pudelware is a PC, Mac and mobile gaming platform that lets you play games from various software publishers.. TeamViewer trial version expired crackinstmanksQ:
3 x 4 matrix as vector
I want to find out if a matrix M is a vector.
A matrix has a few properties:
it's a square matrix (a M x M matrix),
it's symmetric,
and it's the Cartesian product of two vectors.
For example, M = [[1, 1, 0, 0], [1, 0, 1, 0], [1, 0, 0, 1], [1, 1, 1, 0]] is a vector, as it can be written as:
M = [1, 1, 0, 0]
[1, 0, 1, 0]
[1, 0, 0, 1]
[1, 1, 1, 0]
In general, I want to write a boolean function to check if a matrix is a vector.
I know how to find out if a matrix is symmetric, and how to find out if it's a vector, as a vector is symmetric.
Therefore, my question is: How can I check if a matrix is the Cartesian product of two vectors?
In the example above, it's the case.
A:
Construct a matrix from the input, call it M'.
Then, construct a similar matrix M'', for which the input is N^2 vectors, where N is the size of the input matrix.
Finally, convert M' and M'' to M form.
Result is:
M is a vector iff M'' is the same as M'.
Here's code in python:
def isVector(M):
M = np.asarray(M)
N = M.shape[0]
if M.shape[0]!= N**2:
print('input matrix must be square')
else:
for i in range(N):
if M[i,i]!= M[i,i]:
print('all elements 0b46394aab
https://fr.superslotheroes.com/forum/giveaway-s/zk-software-attendance-management-2008-download
https://www.rubyred.media/forum/welcome-to-the-forum/download-bank-chor-utorrent
https://www.proyectotrisbaya.com/forum/preguntas-y-respuestas/romeoandjuliet1996fullmoviedownloadmp4
https://www.defensorseguros.com/forum/foro-de-ahorro-de-dinero/karna-kunti-sangbad-pdf-12
https://en.mysweetastrology.com/forum/forum-business/spotify-premium-apk-8-44-crack
https://www.kaurimountain.com/forum/welcome-to-the-forum/gta3-img-backup-crack
https://www.raoulsalzberg.com/forum/welcome-to-the-forum/atp-emtp-rule-book-pdf-12