Published Research Projects

On the number of irreducible factors with a given multiplicity in function fields (with E. Elma, W. Kuo, and Y.-R. Liu). Finite Fields Appl. 92 (2023), Paper No. 102281, 22 pp. 11N60 (11N37 11N56 11T06), https://www.sciencedirect.com/science/article/pii/S1071579723001235?via\%3Dihub.
An explicit version of Chebotarev's density theorem, Thesis (2020), University of Lethbridge, https://opus.uleth.ca/items/f2d22538-ac3c-4a7a-90bb-0549c82a943e

Submitted Research Projects

Distribution of ω(n) over h-free and h-full numbers (with W. Kuo, and Y.-R. Liu), Submitted, International Journal of Number Theory, 23 pages.
A subset variant of Erdős–Kac theorem over number fields with applications (with W. Kuo, and Y.-R. Liu), Submitted, Acta Arithmetica, 33 pages.
On the number of irreducible factors with a given multiplicity over h-free and h-full numbers (with W. Kuo, and Y.-R. Liu), Submitted, Journal of Number Theory, 25 pages.

A generalized subset variant of Erdős–Kac theorem over Abelian monoids (with W. Kuo, and Y.-R. Liu). Preprint (2023), 20 pages.
An explicit version of Chebotarev's density theorem (with H. Kadiri, and N. Ng). Preprint (2023), 45 pages.
Explicit zero-free regions for Dedekind zeta functions (with S. Gaba, E. S. Lee, A. Savalia, and P. J. Wong). Preprint (2023), 20 pages.