  We apply the light-front quantization to the Nambu--Jona-Lasinio model with
the vector interaction, and compute vector meson's mass and light-cone
wavefunction in the large N limit. Following the same procedure as in the
previous analyses for scalar and pseudo-scalar mesons, we derive the
bound-state equations of a q-qbar system in the vector channel. We include the
lowest order effects of the vector interaction. The resulting transverse and
longitudinal components of the bound-state equation look different from each
other. But eventually after imposing an appropriate cutoff, one finds these two
are identical, giving the same mass and the same (spin-independent) light-cone
wavefunction. Mass of the vector meson decreases as one increases the strength
of the vector interaction.
