  We summarize our work on the O'Raifeartaigh uplifted KKLT model at finite
temperature. We study the system for parameter values for which the zero
temperature potential for the volume modulus has a dS minimum. The
temperature-dependent part of the effective potential has a runaway behaviour
for one exponent in the superpotential, whereas it can have local minima at
finite field vevs for two exponents in the superpotential. However, it turns
out that, despite the presence of those minima, the zero temperature dS vacuum
is not destabilized by thermal corrections within the whole range of validity
of our approximations.
