  Based on the universality of the entropy-area relation of a black hole, and
the fact that the generalized uncertainty principle (GUP) adds a logarithmic
correction term to the entropy in accordance with most approaches to quantum
gravity, we argue that the GUP-corrected entropy-area relation is universal for
all black objects. This correction to the entropy produces corrections to the
thermodynamics. We explicitly calculate these corrections for three types of
black holes: Reissner--Nordstr\"{o}m, Kerr, and charged AdS black holes, in
addition to spinning black rings. In all cases we find that they produce a
remnant. Even though the GUP-corrected entropy-area relation produces the
logarithmic term in the series expansion, we need to use the full form of the
GUP-corrected entropy-area relation to get remnants for these black holes.
