# Abstracts for VAC33

32 abstracts submitted.

Authors | Title | Session | Timetabled | Abstract |
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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 ... No pdf avaiable |
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Mr Christopher Taylor | Algebras of incidence structures: representations of regular double p-algebras, | Reyes and Zolfaghari proved that the lattice ... |
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Mr Muhammad Shuaib Khan, Dr. Robert King, Prof. Irene Lena Hudson | Characterizations of the Transmuted Lindley distribution | This paper presents some characterizations of the ... |
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Dr Marcel Jackson | Completely meet irreducible pseudovarieties. | A semigroup pseudovariety is a class of ... |
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Ms Lucy Ham | Definability of $\mathbb{SP}$-classes of uniform hypergraphs | An $\mathbb{SP}$-class of $k$-uniform hypergraphs is a ... |
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Prof Ian Wanless | Embedding partial Latin squares in Cayley tables | A partial Latin square (PLS) can be ... |
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Prof George Willis | Endomorphisms of totally disconnected, lcoally compact groups | Totally disconnected, locally compact groups are found ... |
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Volker Gebhardt, Stephen Tawn | Enumerating (Garside) lattices | Generating catalogues of examples that are in ... |
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Prof Detlev Hoffmann | Equivalence relations for quadratic forms | We investigate equivalence relations for quadratic forms ... |
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Dr Attila Egri-Nagy | Finite diagram semigroups - a frontline report | We will summarize the recent progress of ... |
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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 ... |
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Dr Szabolcs Mikulas | Languages and Relations | We look at fragments of Tarski's relation ... |
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Dr James Mitchell | Long chains of subsemigroups | The length of a semigroup S is ... |
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Mr Michael Hendriksen | Minimal Permutation Representations of Groups | The minimal degree of a group $G$, ... |
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Assoc Daniel Chan | Non-commutative projective lines and bimodule species | In the 1970s, Beilinson discovered a beautiful ... |
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Mr Alex Casella | Parameter Space of Hyperbolic Cone-Manifold Structures | Given a triangulated orientable $3$--dimensional pseudo--manifold, we ... |
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Jan Paseka, Michal Botur | Partial tense MV-algebras and related functions | The main aim of this lecture is ... No pdf avaiable |
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Dr Arun Ram | Picturing flags | What is a flag variety? A lattice? ... |
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Prof Brian A. Davey and Asha Gair | Quasi-primal Cornish algebras | Varieties generated by quasi-primal algebras are a ... |
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Andrew Mathas | Quiver Hecke algebras and the symmetric and alternating groups | In 2009 Brundan and Kleshchev transformed the ... |
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Murray Elder, Cameron Rogers | Random walks and amenability | I will give a short introduction to ... |
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Dr Ju Huang, Pro Qinghua Chen | Recollement of Colimit Categories and Its Applications | This talk gives a recollement of cocomplete ... |
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Dr Tomasz Kowalski | Remarks on Jonsson's Lemma | Jonsson's Lemma is the statement that in ... |
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Mr Jon Xu | Schubert Calculus and Finite Geometry | Ovoids in projective space were first defined ... |
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Dr James East | TBA | TBA |
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Dr Colin David Reid | TBA | TBA |
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Mr Nick Ham | The mod-$m$ diagram monoids. | Given a positive integer $m$, the (planar) ... |
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Stephan Tillmann | Thurston norm via Fox Calculus | Given a 3-manifold whose fundamental group admits ... |
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Ramon Abud Alcala | Using 2-dimensional categories in algebra | Much can be learnt of a non-commutative ... |
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Mr Murray Neuzerling | Using algebra to avoid robots | Qualitative calculi are algebraic models of reasoning ... |
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Mr Cameron Rogers | Using random walk distributions for determining Folner sequences. | Current proofs of the equivalence of Kesten ... |
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Dr Slaven Kozic | Vertex algebras and quantum current operators | We present vertex algebra associated with the ... |