When a set of individuals with some attributes is partitioned by the attributes of each individual into non-empty and disjoint subsets whose union is the original set, the total number of individuals is expressed as the sum of the number of individuals with each attribute. Expressing a positive integer as a sum of positive integers in this way is called integer partition, and a probability distribution on integer partitions is called a random partition. I am studying random partitions focusing on statistical properties and inferences.
I am also studying regression analysis, which is used to describe associations between explanatory variables and response variables.
Additionally, regarding statistical applications in industry, I am interested in methodologies used for business activities such as development, product design and quality control.

Keywords	Random Partition, Regression Analysis, Statistical Asymptotic Theory
Faculty , Department	Faculty of Mathematics , Department of Mathematical Sciences