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When manipulating matrices it is often convenient to change their shape. For instance, to turn an N x M sized matrix into a vector of length N X M. In MATLAB a reshape function exists:

RESHAPE(X,M,N) returns the M-by-N matrix whose elements are taken columnwise from X. An error results if X does not have M*N elements.

In the case of converting between a matrix and vector I can use the Mathematica function Flatten which takes advantage of Mathematica's nested list representation for matrices. As a quick example, suppose I have a matrix X:

4x4 matrix

With Flatten[X] I can get the vector {1,2,3,...,16}. But what would be far more useful is something akin to applying Matlab's reshape(X,2,8) which would result in the following Matrix:

4x4 matrix

This would allow creation of arbitrary matrices as long as the dimensions equal N*M. As far as I can tell, there isn't anything built in which makes me wonder if someone hasn't coded up a Reshape function of their own.

+6  A: 
Reshape[mtx_, _, n_] := Partition[Flatten[mtx], n]
KennyTM
A: 

Kenny, Yes, using Partition is the method. What I don't understand is why you put the blank pattern in the argument list in Reshape.

Mark E Harder
I think it's just to make it equivalent to the matlab function mentioned in the question
belisarius