Paper(s):
K. Shokri, L. Moura, and B. Stevens (2025), Existence of 3 anti-cocircular truncated Möbius planes and constructions of strength-4 covering arrays. (To be submitted to the Journal of Combinatorial Theory, Series A)
Shokri, K. and Moura, L. (2025), New Families of Strength-3 Covering Arrays Using Linear Feedback Shift Register Sequences. Journal of Combinatorial Designs, 33: 156-171.
Theses:
K. Shokri, Constructing new families of covering arrays using finite geometry and finite fields, Ph.D. thesis, University of Ottawa, 2026.
K. Shokri, On the Latin squares of groups and their coloring, Master's thesis, Sharif University of Technology, 2015. (In Persian).