  The vortex lattice structure in a d_{x^2-y^2}-wave superconductor is
investigated near the upper critical magnetic field in the framework of the
Ginzburg Landau theory extended by including the correction terms such as the
higher order derivatives derived from the Gor'kov equation. On lowering
temperature, the unit cell shape of the vortex lattice gradually varies from a
regular triangular lattice to a square lattice through the shape of an
isosceles triangle. As for the orientation of the vortex lattice, the base of
an isosceles triangle is along the a axis or the b axis of the crystal. The
fourfold symmetric structure around a vortex core is also studied in the vortex
lattice case. It is noted that these characteristic features appear even in the
case the induced s-wave order parameter is absent around the vortex of the
d_{x^2-y^2}-wave superconductivity. We also investigate the effect of the
induced s-wave order parameter. It enhances (suppresses) these characteristic
features of the d_{x^2-y^2}-wave superconductor when the s-wave component of
the interaction is attractive (repulsive).
