jacques G on Tue, 02 Apr 2013 17:21:36 +0200

 RE: slice of matrices

```Two observations on this topic.

http://en.wikipedia.org/wiki/Array_slicing
("Kenneth Iverson's APL (1957) had very flexible multi-dimensional array slicing, which contributed much to the
language's expressive power and popularity.").

2. The problem with the proposed mixed types of slices is that one has to check
the type before some operations. Not difficult, but clumsy. Here is an apllication,
dealing with (semi) infinite matrices represented by finite arrays of different
sizes that need to be ADDED and reduced to NONZERO terms.
Would slices work as inputs here, and simplify the code of "sz" ?

row(M) = matsize(Mat(M))[1]
col(M) = matsize(Mat(M))[2]

sa(M=[1;2],N=[3,4;5,6;7,8]) = { matrix( max(row(M),row(N)), max(col(M),col(N)), k,j,
if( k<=row(M) && j<=col(M), Mat(M)[k,j] ) + if( k<=row(N) && j<=col(N), Mat(N)[k,j] ) ) }

sz(M=[-3,0;2,0;0,0]) = { local( K = row(M), J = col(M) );
if( type(M) != "t_MAT", M = Mat(M) );
while( K>0 && !M[K,], K-- ); while( J>0 && !M[,J], J-- );
if(K==1, vector(J,j,M[1,j]), matrix(K,J, k,j, M[k,j] )) }

Jacques Gélinas

```