On L^p Space Formed by Real-Valued Partial Functions

This article is the continuation of [31]. We define the set of L^p integrable functions - the set of all partial functions whose absolute value raised to the p-th power is integrable. We show that L^p integrable functions form the L^p space. We also prove Minkowski's inequality, Hölder's inequality and that L^p space is Banach space ([15], [27]).