  We reconsider the angular dependence in gap structure of holographic
superconductors, which has not been treated carefully so far. For the vector
field model, we show that the normalizable ground state is in the p-wave state
because s-wave state is not normalizable. On the other hand, in the scalar
order model, the ground state is in the $s$-wave. The angle dependent gap
function is explicitly constructed in these models. We also suggest the
modified ansatz of the vector order which enables to discuss the order
$p_{x}\pm ip_{y}$ gap, which has not been possible so far. We have also
analytically investigated the critical temperature and the behavior of the gap
near there. Interestingly, for the fixed conformal dimension of the Cooper pair
operator, the critical temperature in vector model is higher than that of the
scalar model.
