  We develope the tomographic representation ofwavefunctions which are
solutions of the generalizednonlinear Schrodinger equation (NLSE) and show
itsconnection with the Weyl--Wigner map.In particular, this theory is applied
tothe envelope solitons, where tomograms for envelopebright solitons of a wide
family of modified NLSE arepresented and numerically evalueted.
