scispace - formally typeset
Search or ask a question
Institution

University of Dundee

EducationDundee, United Kingdom
About: University of Dundee is a education organization based out in Dundee, United Kingdom. It is known for research contribution in the topics: Population & Protein kinase A. The organization has 19258 authors who have published 39640 publications receiving 1919433 citations. The organization is also known as: Universitas Dundensis & Dundee University.


Papers
More filters
Journal ArticleDOI
TL;DR: Aspirin is an inhibitor of mTOR and an activator of AMPK, targeting regulators of intracellular energy homeostasis and metabolism, which could contribute to its protective effects against development of CRC.

357 citations

Journal ArticleDOI
TL;DR: Targeting NF-κB might lead to the development of new pharmaceutical reagents that could provide novel treatments for many inflammatory diseases and cancer.

356 citations

Journal ArticleDOI
TL;DR: K63-Ub oligomers are identified as a major substrate of HOIP in cells where the MyD88-dependent signaling network is activated and may help to resolve the debate about the relative importance of K63-pUb and M1-p Ub chains in activating the canonical IKK complex.
Abstract: Polyubiquitin (pUb) chains formed between the C terminus of ubiquitin and lysine 63 (K63) or methionine 1 (M1) of another ubiquitin have been implicated in the activation of the canonical IκB kinase (IKK) complex. Here, we demonstrate that nearly all of the M1-pUb chains formed in response to interleukin-1, or the Toll-Like Receptors 1/2 agonist Pam3CSK4, are covalently attached to K63-pUb chains either directly as K63-pUb/M1-pUb hybrids or indirectly by attachment to the same protein. Interleukin-1 receptor (IL-1R)-associated kinase (IRAK) 1 is modified first by K63-pUb chains to which M1-pUb linkages are added subsequently, and myeloid differentiation primary response gene 88 (MyD88) and IRAK4 are also modified by both K63-pUb and M1-pUb chains. We show that the heme-oxidized IRP2 ubiquitin ligase 1 interacting protein (HOIP) component of the linear ubiquitin assembly complex catalyzes the formation of M1-pUb chains in response to interleukin-1, that the formation of K63-pUb chains is a prerequisite for the formation of M1-pUb chains, and that HOIP interacts with K63-pUb but not M1-pUb linkages. These findings identify K63-Ub oligomers as a major substrate of HOIP in cells where the MyD88-dependent signaling network is activated. The TGF-beta–activated kinase 1 (TAK1)-binding protein (TAB) 2 and TAB3 components of the TAK1 complex and the NFκB Essential Modifier (NEMO) component of the canonical IKK complex bind to K63-pUb chains and M1-pUb chains, respectively. The formation of K63/M1-pUb hybrids may therefore provide an elegant mechanism for colocalizing both complexes to the same pUb chain, facilitating the TAK1-catalyzed activation of IKKα and IKKβ. Our study may help to resolve the debate about the relative importance of K63-pUb and M1-pUb chains in activating the canonical IKK complex.

356 citations

Journal ArticleDOI
TL;DR: It is shown that tissue mechanics significantly contributes to the dynamics of electrical propagation, and that a coupled electromechanical approach should be pursued in future electrophysiological modelling studies.
Abstract: We introduce the concept of a contracting excitable medium that is capable of conducting non-linear waves of excitation that in turn initiate contraction. Furthermore, these kinematic deformations have a feedback effect on the excitation properties of the medium. Electrical characteristics resemble basic models of cardiac excitation that have been used to successfully study mechanisms of reentrant cardiac arrhythmias in electrophysiology. We present a computational framework that employs electromechanical and mechanoelectric feedback to couple a three-variable FitzHugh-Nagumo-type excitation-tension model to the non-linear stress equilibrium equations, which govern large deformation hyperelasticity. Numerically, the coupled electromechanical model combines a finite difference method approach to integrate the excitation equations, with a Galerkin finite element method to solve the equations governing tissue mechanics. We present example computations demonstrating various effects of contraction on stationary rotating spiral waves and spiral wave break. We show that tissue mechanics significantly contributes to the dynamics of electrical propagation, and that a coupled electromechanical approach should be pursued in future electrophysiological modelling studies.

356 citations

Journal ArticleDOI
12 Jan 2013-Trials
TL;DR: This framework for designing process evaluations of cluster-randomised controlled trials aims to help researchers make explicit their choices of research questions and methods and will be useful to others designing process evaluated of complex intervention trials.
Abstract: Process evaluations are recommended to open the ‘black box’ of complex interventions evaluated in trials, but there is limited guidance to help researchers design process evaluations. Much current literature on process evaluations of complex interventions focuses on qualitative methods, with less attention paid to quantitative methods. This discrepancy led us to develop our own framework for designing process evaluations of cluster-randomised controlled trials. We reviewed recent theoretical and methodological literature and selected published process evaluations; these publications identified a need for structure to help design process evaluations. We drew upon this literature to develop a framework through iterative exchanges, and tested this against published evaluations. The developed framework presents a range of candidate approaches to understanding trial delivery, intervention implementation and the responses of targeted participants. We believe this framework will be useful to others designing process evaluations of complex intervention trials. We also propose key information that process evaluations could report to facilitate their identification and enhance their usefulness. There is no single best way to design and carry out a process evaluation. Researchers will be faced with choices about what questions to focus on and which methods to use. The most appropriate design depends on the purpose of the process evaluation; the framework aims to help researchers make explicit their choices of research questions and methods. Clinicaltrials.gov NCT01425502

356 citations


Authors

Showing all 19404 results

NameH-indexPapersCitations
Matthias Mann221887230213
Mark I. McCarthy2001028187898
Stefan Schreiber1781233138528
Kenneth C. Anderson1781138126072
Masayuki Yamamoto1711576123028
Salvador Moncada164495138030
Jorge E. Cortes1632784124154
Andrew P. McMahon16241590650
Philip Cohen154555110856
Dirk Inzé14964774468
Andrew T. Hattersley146768106949
Antonio Lanzavecchia145408100065
Kim Nasmyth14229459231
David Price138168793535
Dario R. Alessi13635474753
Network Information
Related Institutions (5)
University of Edinburgh
151.6K papers, 6.6M citations

95% related

University College London
210.6K papers, 9.8M citations

95% related

University of Manchester
168K papers, 6.4M citations

94% related

Imperial College London
209.1K papers, 9.3M citations

94% related

University of Cambridge
282.2K papers, 14.4M citations

93% related

Performance
Metrics
No. of papers from the Institution in previous years
YearPapers
202361
2022205
20211,653
20201,520
20191,473
20181,524