  In the present work, we study celestial correlators of light transformed
gluon operators at tree level. We also discuss the transformation of light
transformed operators under the action of 4D translations. The two, three and
four-point functions arising from MHV amplitudes in terms of light transformed
operators satisfy translation invariance constraints, are non-distributional
and contain ordinary CFT power law terms. There is a new channel dependent term
in the three point function. We show that the three-point light transformed
correlation function is conformally covariant after contributions from all the
three channels are added. We also study the OPE limit of the different channels
of the three-point function in an attempt to construct a map between the OPE in
the Mellin basis and that in the light transformed one.
