Dynamic cluster quantum Monte Carlo calculations for a doped two-dimensional extended Hubbard model are used to study the stability and dynamics of
d-wave pairing when a nearest-neighbor Coulomb repulsion
V is present in addition to the on-site Coulomb repulsion
U. We find that
d-wave pairing and the superconducting transition temperature
Tc are only weakly suppressed as long as
V does not exceed
U/2. This stability is traced to the strongly retarded nature of pairing that allows the
d-wave pairs to minimize the repulsive effect of
V. When
V approaches
U/2, large momentum charge fluctuations are found to become important and to give rise to a more rapid suppression of
d-wave pairing and
Tc than for smaller
V.
We analyze superconducting instabilities in 3D and 2D extended Hubbard model with Coulomb repulsion between electrons on neighboring sites in the limit of low electron density (n el → 0) on simple cubic (square) lattice. We show that in a realistic strong-coupling case U ≫ V ≫ W (U and V are the onsite and the intersite Coulomb repulsions, respectively, and W the bandwidth) the main SC instability corresponds to the p-wave pairing and in the leading order is correctly described by the equations obtained earlier in the absence of the intersite Coulomb interaction V = 0.