School of Mathematics and Statistics

Canadian Journal of Mathematics

Canadian Journal of Mathematics

CJM volume 76 issue 4 Cover and Front matter

By Canadian Journal of Mathematics, 1 year30 September 2024 ago
Canadian Journal of Mathematics

CJM volume 76 issue 3 Cover and Front matter

By Canadian Journal of Mathematics, 2 years20 May 2024 ago
Canadian Journal of Mathematics

CJM volume 76 issue 3 Cover and Back matter

By Canadian Journal of Mathematics, 2 years20 May 2024 ago
Canadian Journal of Mathematics

CJM volume 76 issue 2 Cover and Back matter

By Canadian Journal of Mathematics, 2 years3 May 2024 ago
Canadian Journal of Mathematics

CJM volume 76 issue 2 Cover and Front matter

By Canadian Journal of Mathematics, 2 years3 May 2024 ago
Canadian Journal of Mathematics

Tangle equations, the Jones conjecture, slopes of surfaces in tangle complements, and q-deformed rationals – ERRATUM

By Sikora, Adam S., 2 years7 March 2024 ago
Canadian Journal of Mathematics

Corrigendum: A certain structure of Artin groups and the isomorphism conjecture

In this note, we give an alternate proof of the Farrell–Jones isomorphism conjecture for the affine Artin groups of type .

By Roushon, S.K., 2 years23 February 2024 ago
Canadian Journal of Mathematics

Shi arrangements and low elements in affine Coxeter groups

Given an affine Coxeter group W, the corresponding Shi arrangement is a refinement of the corresponding Coxeter hyperplane arrangements that was introduced by Shi to study Kazhdan–Lusztig cells for W. Shi showed that each region of the Shi arrangement …

By Chapelier-Laget, Nathan, 2 years12 February 2024 ago
Canadian Journal of Mathematics

On restricted Falconer distance sets

We introduce a class of Falconer distance problems, which we call of restricted type, lying between the classical version and its pinned variant. Prototypical restricted distance sets are the diagonal distance sets, k-point configuration sets given by …

By Gaitan, José, 2 years5 February 2024 ago
Canadian Journal of Mathematics

Electrical networks and the grove algebra

We study the ring of regular functions on the space of planar electrical networks, which we coin the grove algebra. This algebra is an electrical analog of the Plücker ring studied classically in invariant theory. We develop the combinatorics of double…

By Gao, Yibo, 2 years1 February 2024 ago

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