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Institution scientifique

Heilbronn Institute for Mathematical Research

Bristol, GB, facility

398Publications signalées
4557Citations signalées
12Thèmes principaux

Les principaux domaines

Analytic Number Theory ResearchAlgebraic Geometry and Number TheoryFinite Group Theory ResearchAdvanced Algebra and GeometryLimits and Structures in Graph TheoryAlgebraic structures and combinatorial modelsgraph theory and CDMA systemsAdvanced Graph Theory ResearchCoding theory and cryptographyGeometric and Algebraic TopologyHomotopy and Cohomology in Algebraic TopologyAdvanced Combinatorial Mathematics

L’évolution annuelle

2004 1
2007 1
2008 3
2009 4
2010 4
2011 8
2012 14
2013 20
2014 36
2015 24
2016 34
2017 32
2018 17
2019 22
2020 23
2021 33
2022 19
2023 24
2024 25
2025 22
2026 23

Les publications récentes

Accès ouvert 2026 preprint OpenAlex

Infinite Loop Spaces and Group Actions on Strongly Self-Absorbing C*-Algebras

Ulrich Pennig, George Tridimas

Lifting obstructions for group actions, cocycle actions, and $Γ$-kernels admit a cohomological description via topological crossed modules, as recently developed by Izumi, Giron-Pacheco, and the first named author. For a strongly self-absorbing $C^*$-algebra $A$, we show that the classifying spaces $\mathcal{B}^D\mathcal{G}_A$ and …

gb (code pays fourni par la source)

0 citations arXiv (Cornell University)
Accès ouvert 2026 preprint OpenAlex

André's theorem and weakly bounded height

Guy Fowler

Let $V \subset \mathbb{A}^2(\mathbb{C})$ be an algebraic curve such that $\mathrm{deg} X \neq \mathrm{deg} Y$, where $X, Y$ denote the coordinate functions on $\mathbb{A}^2(\mathbb{C})$ restricted to $V$. We prove there exists an effectively computable constant $c$, that depends linearly on the height …

gb (code pays fourni par la source)

0 citations arXiv (Cornell University)
Accès ouvert 2026 article OpenAlex

Conjugacy problem in T-RAAGs

Gemma Crowe, Islam Foniqi

Abstract In this paper, we construct an implementable algorithm that solves the conjugacy problem in twisted right-angled Artin groups (T-RAAGs). In certain cases, the complexity is known to be linear, by reducing the problem to the twisted conjugacy problem in RAAGs. We …

gb (code pays fourni par la source)

0 citations Glasgow Mathematical Journal
Accès ouvert 2026 article OpenAlex

Uncountably many quasi-isometric torsion-free groups

Vladimir Vankov

We construct uncountably many finitely generated, pairwise non-isomorphic torsion-free groups, all of which fall into the same quasi-isometry class. This is done by considering Schur covering groups and group cohomology, with the necessary geometric ingredient coming from the theory of bounded-valued cohomology.

gb (code pays fourni par la source)

0 citations Journal of Algebra
Accès ouvert 2026 preprint OpenAlex

Single-nucleoid imaging in whole cells defines the dynamics of the mtDNA life cycle

Dane Michael Wolf, Endri Mjeku, Mayuko Segawa, Alva M. Casey et autres

Abstract The mitochondrial genome (mtDNA) is essential for oxidative phosphorylation, and mammalian cells typically contain hundreds or thousands of copies. Although specific aspects of mtDNA replication and degradation have been explored, a complete account of the mtDNA life cycle has remained elusive, …

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1 citation bioRxiv (Cold Spring Harbor Laboratory)
Accès ouvert 2026 preprint OpenAlex

Interpolating non-Hermitian universality classes A and AI$^\dagger$: eigenvalue density and transition regime

Mark J. Crumpton, Francesco Mezzadri

We employ the recently developed Kac-Rice formalism for non-Hermitian random matrices to derive the joint distribution of an eigenvalue and its associated normalised right eigenvector in a Gaussian ensemble that interpolates between complex Ginibre (Class A) and complex symmetric matrices (Class AI$^\dagger$). …

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0 citations arXiv (Cornell University)
Accès ouvert 2026 article OpenAlex

Sharp o-minimality and lattice point counting

Andrew Harrison-Migochi, Raymond McCulloch

Let [Formula: see text] be a lattice and let [Formula: see text] be a definable family in an o-minimal expansion of the real field, [Formula: see text]. A result of Barroero and Widmer gives sharp estimates for the number of lattice points …

gb (code pays fourni par la source)

0 citations International Journal of Number Theory
Accès ouvert 2026 article OpenAlex

An arithmetic Yau–Zaslow formula

Jesse Pajwani, Ambrus Pál

Abstract We prove an arithmetic refinement of the Yau–Zaslow formula by replacing the classical Euler characteristic in Beauville’s argument by a motivic Euler characteristic, related to the work of Levine. Our result implies similar formulas for other related invariants, including a generalisation …

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0 citations Compositio Mathematica

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