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A fully joint Bayesian quantitative trait locus mapping of human protein abundance in plasma.
Molecular quantitative trait locus (QTL) analyses are increasingly popular to explore the genetic architecture of complex traits, but existing studies do not leverage shared regulatory patterns and suffer from a large...
A fully joint Bayesian quantitative trait locus mapping of human protein abundance in plasma
Molecular quantitative trait locus (QTL) analyses are increasingly popular to explore the genetic architecture of complex traits, but existing studies do not leverage shared regulatory patterns and suffer from a large...
NNLO QCD study of polarised W <sup>+</sup> W <sup>−</sup> production at the LHC
R Poncelet, A Popescu
Oct 24, 2021
Longitudinal polarisation of the weak bosons is a direct consequence of Electroweak symmetry breaking mechanism providing an insight into its nature, and is instrumental in searches for physics beyond the Standard Model....
A zigzag pattern in micromagnetics
Radu Ignat, Roger Moser
Jan 01, 0001
We study a simplified model for the micromagnetic energy functional in a specific asymptotic regime. The analysis includes a construction of domain walls with an internal zigzag pattern and a lower bound for the energy of a...
A zigzag pattern in micromagnetics
Radu Ignat, Roger Moser
Jan 01, 0001
We study a simplified model for the micromagnetic energy functional in a specific asymptotic regime. The analysis includes a construction of domain walls with an internal zigzag pattern and a lower bound for the energy of a...
Separation of domain walls with nonlocal interaction and their renormalised energy by Γ-convergence in thin ferromagnetic films
Radu Ignat, Roger Moser
Dec 05, 2022

We analyse two variants of a nonconvex variational model from micromagnetics with a nonlocal energy functional, depending on a small parameter ϵ>0. The model gives rise to transition layers, called Néel walls, and we study...

Interaction energy of domain walls in a nonlocal Ginzburg-Landau type model from micromagnetics
Radu Ignat, Roger Moser
Jul 01, 2016
We study a variational model from micromagnetics involving a nonlocal Ginzburg-Landau type energy for S1-valued vector fields. These vector fields form domain walls, called Néel walls, that correspond to...
Néel walls with prescribed winding number and how a nonlocal term can change the energy landscape
Radu Ignat, Roger Moser
Nov 05, 2017
We study a nonlocal Allen-Cahn type problem for vector fields of unit length, arising from a model for domain walls (called Néel walls) in ferromagnetism. We show that the nonlocal term gives rise to new features in the energy...
Néel walls with prescribed winding number and how a nonlocal term can change the energy landscape
Radu Ignat, Roger Moser
Nov 05, 2017
We study a nonlocal Allen-Cahn type problem for vector fields of unit length, arising from a model for domain walls (called Néel walls) in ferromagnetism. We show that the nonlocal term gives rise to new features in the energy...
Angular coefficients in W + j production at the LHC with high precision
The extraction of the W-boson mass, a fundamental parameter of the Standard Model, from hadron-hadron collision requires precise theory predictions. In this regard, angular coefficients are crucial to model the dynamics of...
Energy minimisers of prescribed winding number in an S<sup>1</sup>-valued nonlocal Allen-Cahn type model
Radu Ignat, Roger Moser
Dec 01, 2019

We study a variational model for transition layers with an underlying functional that combines an Allen-Cahn type structure with an additional nonlocal interaction term. A transition layer is represented by a map from R to S...

Molecular architecture of the SYCP3 fibre and its interaction with DNA.
The synaptonemal complex (SC) keeps homologous chromosomes in close alignment during meiotic recombination. A hallmark of the SC is the presence of its constituent protein SYCP3 on the chromosome axis. During SC assembly, SYCP3...
Energy minimisers of prescribed winding number in an S<sup>1</sup>-valued nonlocal Allen-Cahn type model
Radu Ignat, Roger Moser
Dec 01, 2019

We study a variational model for transition layers with an underlying functional that combines an Allen-Cahn type structure with an additional nonlocal interaction term. A transition layer is represented by a map from R to S...

CoSMed
This paper describes progress with our agenda of formal verification of information flow security for realistic systems. We present CoSMed, a social media platform with verified document confidentiality. The system’s kernel is...
Polarised W+j production at the LHC
M Pellen, R Poncelet, A Popescu
May 27, 2022
We study polarisation of W-bosons produced in association with one jet at the LHC. In particular, we provide all necessary theoretical ingredients for the precise extraction of polarisation fractions. To that end, we present...
Separation of domain walls with nonlocal interaction and their renormalised energy by Γ-convergence in thin ferromagnetic films
Radu Ignat, Roger Moser
Dec 05, 2022

We analyse two variants of a nonconvex variational model from micromagnetics with a nonlocal energy functional, depending on a small parameter ϵ>0. The model gives rise to transition layers, called Néel walls, and we study...

Interaction energy of domain walls in a nonlocal Ginzburg-Landau type model from micromagnetics
Radu Ignat, Roger Moser
Jul 01, 2016
We study a variational model from micromagnetics involving a nonlocal Ginzburg-Landau type energy for S1-valued vector fields. These vector fields form domain walls, called Néel walls, that correspond to...
NNLO QCD study of polarised W + W − production at the LHC
Abstract: Longitudinal polarisation of the weak bosons is a direct consequence of Electroweak symmetry breaking mechanism providing an insight into its nature, and is instrumental in searches for physics beyond the Standard...

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