My name is Kianoosh Shokri. I am a Ph.D. candidate in Mathematics at the University of Ottawa, specializing in combinatorial designs, finite geometry, and finite fields. Beyond research, I bring nearly ten years of teaching experience and have explored innovative approaches to mathematics education. I am currently teaching Calculus I as a part-time professor at the University of Ottawa.
About my research:
In my Ph.D. work, I use the rich structures of finite geometry and finite fields to develop new constructions of covering arrays. These arrays play a central role in t-way interaction testing in software engineering, cryptography, and experimental design, where they significantly reduce test size while maintaining full coverage.
Key motivation in my research:
Throughout my master’s and Ph.D. studies, I have worked on open problems that required connecting different areas of mathematics. My Ph.D. research involves applying ideas from finite fields, finite geometry, and combinatorial designs to create novel constructions that meet specific goals. In my master’s research, I explored properties of finite groups to design systematic colorings that achieve the chromatic number of Latin squares derived from those groups. The excitement of exploring deep connections between different mathematical areas centered around open problems is what first sparked, and continues to drive, my passion for research.
Key motivation in my teaching:
Teaching mathematics is a journey through both my own thinking and my students’ minds. The way we approach and solve problems reveals the hidden structures of mathematics and inspires the creation of new ideas and areas within it.
Education:
Ph.D. in Pure Mathematics, University of Ottawa, Ottawa, Canada (Expected 2025).
M.Sc. in Pure Mathematics, Sharif University of Technology, Tehran, Iran (2013-2015).
B.Sc. in Pure Mathematics, Shahid Beheshti University, Tehran, Iran (2009-2013).
My CV is available HERE.