Hildbrand, MarigaKivunge, Benard2024-11-042024-11-042023Mariga, H. & Kivunge, B. (2023). Enumeration of Measurable Functions on Finite Sigma Algebras on Sets with at Most Ten Elements. J Pure Appl Math. 2023; 7(5):326-327.https://ir-library.ku.ac.ke/handle/123456789/29302Journal ArticleSigma algebras plays an integral role in explaining the entire concept of measure theory, majorly because it’s a collection of subsets of a given set, whereby the subsets can be finite or infinite intriguingly, measurable functions are derived by this concept of sigma algebras. This paper provides a formidable guide towards deriving the respective measurable functions using finite sigma algebras by examining sigma algebras associated to a given set X and their corresponding measurable functions. Finite algebras will be constructed by ensuring all the axioms of algebras are satisfied.enArticle