Abstracts for VAC33

  • 32 abstracts shown.
Authors
Abstract title
Short session name
Keynote
Timetabled
Abstract
Andrew Mathas Quiver Hecke algebras and the symmetric and alternating groups In 2009 Brundan and
Kleshchev transformed the
...
Assoc Daniel Chan Non-commutative projective lines and bimodule species In the 1970s, Beilinson
discovered a beautiful
...
Dr Anthony Henderson Identity-preserving and inverse-preserving polynomial maps from $\mathbb{C}$ to $\mathrm{SL}(n,\mathbb{C})$ A map
$f:\mathbb{C}\to\mathrm{SL}(n,\mathbb{C})$
is \emph{polynomial} if
each ...
Dr Arun Ram Picturing flags What is a flag variety? A
lattice? ...
Dr Attila Egri-Nagy Finite diagram semigroups - a frontline report We will summarize the
recent progress of ...
Dr Colin David Reid TBA TBA
Dr Elizabeth Milicevic, Dr Petra Schwer and Dr Anne Thomas Affine Deligne-Lusztig varieties and the geometry of Euclidean reflection groups Let G be a reductive
group such ...
Dr James East TBA TBA
Dr James Mitchell Long chains of subsemigroups The length of a semigroup
S is ...
Dr Ju Huang, Pro Qinghua Chen Recollement of Colimit Categories and Its Applications This talk gives a
recollement of cocomplete
...
Dr Marcel Jackson Completely meet irreducible pseudovarieties. A semigroup pseudovariety
is a class of ...
Dr Slaven Kozic Vertex algebras and quantum current operators We present vertex algebra
associated with the ...
Dr Szabolcs Mikulas Languages and Relations We look at fragments of
Tarski's relation ...
Dr Tomasz Kowalski Remarks on Jonsson's Lemma Jonsson's Lemma is the
statement that in ...
Jan Paseka, Michal Botur Partial tense MV-algebras and related functions The main aim of this
lecture is ...
Mr Alex Casella Parameter Space of Hyperbolic Cone-Manifold Structures Given a triangulated
orientable
$3$--dimensional
pseudo--manifold, we ...
Mr Cameron Rogers Using random walk distributions for determining Folner sequences. Current proofs of the
equivalence of Kesten ...
Mr Christopher Taylor Algebras of incidence structures: representations of regular double p-algebras, Reyes and Zolfaghari
proved that the lattice
...
Mr Jon Xu Schubert Calculus and Finite Geometry Ovoids in projective
space were first defined
...
Mr Michael Hendriksen Minimal Permutation Representations of Groups The minimal degree of a
group $G$, ...
Mr Muhammad Shuaib Khan, Dr. Robert King, Prof. Irene Lena Hudson Characterizations of the Transmuted Lindley distribution This paper presents some
characterizations of the
...
Mr Murray Neuzerling Using algebra to avoid robots Qualitative calculi are
algebraic models of
reasoning ...
Mr Nick Ham The mod-$m$ diagram monoids. Given a positive integer
$m$, the (planar) ...
Ms Lucy Ham Definability of $\mathbb{SP}$-classes of uniform hypergraphs An $\mathbb{SP}$-class of
$k$-uniform hypergraphs
is a ...
Murray Elder, Cameron Rogers Random walks and amenability I will give a short
introduction to ...
Prof Brian A. Davey and Asha Gair Quasi-primal Cornish algebras Varieties generated by
quasi-primal algebras are
a ...
Prof Detlev Hoffmann Equivalence relations for quadratic forms We investigate
equivalence relations for
quadratic forms ...
Prof George Willis Endomorphisms of totally disconnected, lcoally compact groups Totally disconnected,
locally compact groups
are found ...
Prof Ian Wanless Embedding partial Latin squares in Cayley tables A partial Latin square
(PLS) can be ...
Ramon Abud Alcala Using 2-dimensional categories in algebra Much can be learnt of a
non-commutative ...
Stephan Tillmann Thurston norm via Fox Calculus Given a 3-manifold whose
fundamental group admits
...
Volker Gebhardt, Stephen Tawn Enumerating (Garside) lattices Generating catalogues of
examples that are in ...