Scholarly and Creative Works
2024
- Cinarci, B., & Keller, T. M. (2024). A new lower bound for the number of conjugacy classes. Proc. Amer. Math. Soc., 152(9), 3757–3764.
- Cinarci, B., & Keller, T. M. (2024). The largest orbit sizes of linear group actions and abelian quotients. J. Algebra, 654, 1–24.
- Cinarci, B., & Keller, T. M. (2024). Linear group actions with at most three orbits of the largest size. Monatshefte Fur Mathematik, 203(2), 313–322. https://doi.org/10.1007/s00605-023-01850-1
2023
- Cinarci, B. (2023). Finite Solvable Groups With Two Imprimitive Monolithic Characters. J. Algebra Appl.
2022
- Cinarci, B. (2022). MONOMIAL AND MONOLITHIC CHARACTERS OF FINITE SOLVABLE GROUPS.
- Cinarci, B. (2022). Solvable groups having primitive characters of degree two.