Mohammed, Seid (PhD)Jifara, Worku2018-07-192023-11-042018-07-192023-11-042011-01http://etd.aau.edu.et/handle/123456789/9388In analysis, if we consider thespace, the Riesz representation theorem states that, if is a bounded linear functional on spaces, with 1≤<∞ and μ be a -finite measure then there is unique element where 1=1 , such that The main goal of this project is to extend this concept to a positive linear functional on the space of all continuous real valued function which have compact suppor)). That’s if is a positive linear functional on where is locally compact Hausdorff space then there is a unique measure μ such that for all.enRepresentation f Positive Linear FunctionalThesis