Uh
Well , it 's that by the for the moment we have , uh , something that 's discriminant and nonlinear. And the other is linear but it 's not discriminant at all. Well , it 's it 's a linear transformation , that  Uh
So at least just to understand maybe what the difference was between how much you were getting from just putting the frames together and how much you 're getting from the discriminative , what the nonlinearity does for you or doesn't do for you. Just to understand it a little better I guess.
Mmm. Well  uh  yeah. Actually what we want to do , perhaps it 's to replace  to  to have something that 's discriminant but linear , also. And to see if it  if it improves ov over  over the non - discriminant linear transformation.