We propose a ''quantum-sponge'' model for porous silicon. This model e
xhibits energy-gap widening and nonexponential decay of photoluminesce
nce describable by the stretched exponential function. These propertie
s are in good agreement with those observed for porous silicon. We sug
gest that the fractal character of its wave functions is the origin of
the nonexponential decay of photoluminescence.