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We study a version of the uniform resonating-valence-band state in which fermions and spinless bosons are coupled by a gauge field. We show that above the Bose-Einstein temperature, the boson inverse lifetime due to scattering by the gauge field is of order kT, which suppresses the condensation temperature and leads to a linear T resistivity. The Hall number is proportional to the hole density and temperature dependent. The single-particle spectral weight exhibits a continuum plus a broadened peak. The ``Fermi surface'' area satisfies Luttinger's theorem. Comparison with the anomalous normal-state properties of oxide superconductors is made.
Nagaosa et al. (Mon,) studied this question.