kron of two 3 dimensional arrays along third dimension

Hello pros,

Coming to the query,

I've two 3 dimensional array say A = 9x9x120 and B = 9x9x120.

I wanted to to do apply kron along 3rd dimension, kron(A(:,:,i),B(:,:,i)), (so output is of size = 81x81x120)

Is there any straightforward function or faster way to do it! I don't wana use loops or cellfun?

As I tried with bsxfun along third dimension, it works for every other function but fails in case of kron, i mean

say for plus, bsxfun(@plus,A,B), works very well along third dimension, output with size of 9x9x120, but when i do bsxfun(@kron,A,B), it fails.

Currently I'm using cellfun to do it, which I think aint different from looping and killing my speed!

Even lil' hint is greatly appreciated! Thanks!

[Matt J]

What are you going to use it for? It's often sub-optimal to evaluate/use Kronecker products explicitly.

[Bikramjit Singh]

basically these two matrices hold data for two users for 120 channels, i want the every possible combination for two users for the respective channel

[Matt J]

What operations are you going to do with this array once you have it?

[Bikramjit Singh]

I'll be having many such arrays corresponding to the base station (access points), we try to make decision which combination is good by seeing the maximum value in case co-ordination capacity (when all such arrays are added) or in case of selfish network (when individual max values of arrays coincide)

The above procedure meant for generating data (combinations)!

[Antonio Mei]

Bikramjit, were you able to find a solution to this? Thanks.