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Looking for deeper knowledge? The University of Manitoba offers Ph.D. and M.Sc. degrees in Mathematics

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Are you a keen problem solver? Interested in puzzles? You might be ready for an undergraduate degree in mathematics
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The speed of a rumour

Pure mathematics is all about the long game, according to mathematician and alumna Karen Gunderson
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We do active research in algebra, analysis, approximation theory, combinatorics, geometry & topology, mathematical biology and numerical and computational mathematics

news & Events


November 18 is the International Day of LGBTQIA+ People in STEM

November 18 has been selected to celebrate and highlight the work and barriers of LGBTQIA+ people in science, technology, engineering, and maths (STEM). Among their many struggles, we see that 28% of LGBT+ people have at some point considered leaving their jobs because of a hostile workplace or discrimination towards them. 2o% of trans people...


Job Posting – Instructor I

The Department of Mathematics invites applications for three full-time probationary appointments at the rank of Instructor 1, commencing July 1, 2022, or on a date mutually agreed upon. Mathematics is  seeking an emerging scholar with a commitment to excellence in teaching and pedagogical development, including experience teaching in a diverse learning environment. The successful candidate...


Combinatorics Seminar – Oct 29, 2021

29 October 2021, 2:30pm, Zoom Speaker: Marcelo Sales (Emory)Title: ‘Ramsey and Density Results for Approximate Arithmetic Progressions’ Abstract: Let AP_k = {a,a+d,…,a+(k−1)d} be an arithmetic progression of length k. For a given ε > 0, we call a set AP_k(ε) = {x0,…,xk−1} an ε-approximate arithmetic progression of length k if for some a and d, |xi −(a+id)|<εd...


Rings and Modules Seminar – Oct. 19

19 October 2021, 2:40 pm, Zoom Speaker: Ranganathan Padmanabhan (University of Manitoba)Title: ‘Hungtington Varieties’ Abstract: A variety KK of lattices is called Huntington if every uniquely complemented lattice in KK is distributive. In 1904, E.V. Huntington conjectured that every uniquely complemented lattice was distributive. In fact, the conjecture had been verified for several special classes of lattices. However, in 1945, Dilworth...