Abstract:
The paper extends the work of Sarguta who derived recursive re-
lations for univariate distributions by considering the ZIP continuous
mixtures. The paper gives a recursive formular which can be used to
evaluate the mixed distributions which can be used when the probabil-
ity distribution functions cannot be evaluated explicitly. Integration by
parts is often employed when deriving the recursive formulas. From sec-
tion two up to section seven, we derived the recursive formulas for ZIP
mixture distributions using Rectangular, Exponential, Gamma with two
parameters, Poisson- Beta and Inverted - Beta as mixing distributions.
