A note on almost ?-semicontinuous functions

In this note, we obtain some improvements of results established on delta-semicontinuous functions in [3] and show that a function in [3] and show that a function f : (X, tau) -> (Y, sigma) is almost delta-semicontinuous if and only if f : (X, tau(s)) -> (Y, sigma(s)) is semi-continuous, where tau(s) and sigma(s) are the semiregularizations of tau and sigma, respectively.