Mahsa N. Shirazi
PhD, Postdoctoral fellow at University of Manitoba
Winnipeg, MB, Canada
About
I am a PIMS postdoctoral research fellow at the University of Manitoba working with Karen Gunderson. Before that, I was a PhD student at the University of Regina under the supervision of Shaun Fallat and Karen Meagher.
Education
Doctor of PhilosophyMathematics
date: 2022-04-01T11:32:31.332ZUniversity of Regina
Regina, SK, Canada
Master of ScienceNumerical Analysis
date: 2015-04-01T01:09:19.708ZShiraz University of Technology
Shiraz, Fars, Iran
Publications
An Extension of the Erdős-Ko-Rado theorem to set-wise 2-intersecting families of perfect matchings
Journal ArticleDiscrete Mathematics2023Mahsa N. ShiraziAn extension of the Erdős-Ko-Rado theorem to uniform set partitions
Journal ArticleArs Mathematica Contemporanea2023Karen Meagher, Mahsa N. Shirazi, Brett StevensThe Erdős-Ko-Rado theorem for t-intersecting families of perfect matchings
Journal ArticleAlgebraic Combinatorics2021Three methods for solving generalized Sylvester matrix equations over Boolean algebra
Journal ArticleJournal of Multiple-Valued Logic and Soft Computing2015Comparison of the quasi-inverses of the Kronecker sum and product of matrices over complete commutative dioids with applications
Journal ArticleLinear Algebra and its Applications2014
Work Experiences
PIMS Postdoctoral Fellow
from: 2022, until: nowUniversity of ManitobaWinnipeg, Manitoba, CA
I am PIMS postdoctoral fellow at the University of Manitoba, working with Karen Gunderson. I have been working on some extremal properties of designs. I worked on uniform hypergraphs and balanced incomplete block designs (BIBDs) with r-friendship property (a property on the number of common neighbours of any r−1 subset of vertices). Also as part of the** Movement and Symmetry in Graphs PIMS CRG group**, we applied probabilistic methods for establishing the robustness of EKR-type results in random subgraphs of derangement and PM graphs. Also in a recent research visit in Taiwan, I worked with Jephian C.-H. Lin on a new inverse Fiedler eigenvector problem on trees.
Teaching
Vector Geometry and Linear Algebra (Math 1300)
from: 2024, until: nowUniversity of Manitoba
320 students in 2 sessions
Multivariable Calculus (Math 2720)
from: 2023, until: 2023University of Manitoba
33 students
Combinatorics 1 (Math 2030)
from: 2022, until: 2022University of Manitoba
63 students
Linear Algebra I (Math 122)
from: 2022, until: 2022University of Regina
45 students
Introduction to Abstract Algebra (Math 223)
from: 2020, until: 2020University of Manitoba
25 students
Contacts
- link to Email:(opens Email a new tab)
- link to LinkedIn:(opens LinkedIn a new tab)
- link to Google Scholar:(opens Google Scholar a new tab)
- link to ResearchGate:(opens ResearchGate a new tab)