Counting papers with at most 25 authors, so collaboration author lists do not stand in for the people here.
- Centre National de la Recherche ScientifiqueFR5k papers
- University of OxfordGB3.5k papers
- University of EdinburghGB3k papers
- University College LondonGB2.9k papers
- University of ManchesterGB2.9k papers
- Heidelberg UniversityDE2.5k papers
- University of MichiganUS2.4k papers
- University of BirminghamGB2.3k papers
- University of WarwickGB2.3k papers
- Aix-Marseille UniversitéFR2.3k papers
- Rutherford Appleton LaboratoryGB2.2k papers
- European Organization for Nuclear ResearchCH2.2k papers
48 papers · 1 filter
Detailed Stability Analysis of Electroweak Strings
Margaret James, Leandros Perivolaropoulos, Tanmay Vachaspati
We give a detailed stability analysis of the Z-string in the standard electroweak model. We identify the mode that determines the stability of the string and numerically map the re…
Low-Temperature Thermodynamics of and su(3)-invariant Spin Chains
Luca Mezincescu, Rafael I. Nepomechie, P. K. Townsend +1
We formulate the thermodynamic Bethe Ansatz (TBA) equations for the closed (periodic boundary conditions) quantum spin chain in an external magnetic field, in the (nonc…
On a Solitonic Specialisation for the General Solutions of Some Two-Dimensional Completely Integrable Systems
David I. Olive, Mikhail V. Saveliev, Jonathan W. R. Underwood
Following a prescription of \cite{4} for a solitonic specialization of the general solutions to the (abelian) periodic Toda field theories, we discuss a construction of the soliton…
A path-integral approach to polynomial invariants of links
B. Broda
A brief review of a self-contained genuinely three-dimensional monodromy-matrix based non-perturbative covariant path-integral approach to {\it polynomial invariants} of knots and…
Star-Triangle Relation for a Three Dimensional Model
V. V. Bazhanov, R. J. Baxter
The solvable -chiral Potts model can be interpreted as a three-dimensional lattice model with local interactions. To within a minor modification of the boundary conditions i…
Gauge Conditions for the Constrained-WZNW--Toda Reductions
Jean-Loup Gervais, Lochlainn O'Raifeartaigh, Alexander V. Razumov +1
There is a constrained-WZNW--Toda theory for any simple Lie algebra equipped with an integral gradation. It is explained how the different approaches to these dynamical systems are…
Improved Langevin Methods for Spin Systems
I T Drummond, R R Horgan
We investigate methods for variance reduction and the elimination of systematic error in a Fourier accelerated Langevin scheme for general spin models. We present results for the $…
Non-Relativistic QCD for Heavy Quark Systems
S. Catterall, F. Devlin, I. Drummond +2
We employ a nonrelativistic version of QCD (NRQCD) to study heavy quark-antiquark bound states in the lowest approximation without fine structure. We use gluon configurations on a…
Topological Conformal Gravity in Four Dimensions
Malcolm J. Perry, Edward Teo
In this paper, we present a new formulation of topological conformal gravity in four dimensions. Such a theory was first considered by Witten as a possible gravitational counterpar…
A Master Equation for Multi-Dimensional Non-Linear Field Theories
Q-Han Park
A master equation ( dimensional non--Abelian current conservation law with mutually commuting current components ) is introduced for multi-dimensional non-linear field theories…
Braided Momentum Structure of the q-Poincare Group
S. Majid
The -Poincaré group of \cite{SWW:inh} is shown to have the structure of a semidirect product and coproduct $B\cocross \widetilde{SO_q(1,3)}$ where is a braided-quantum group…
The Braided Heisenberg Group
W. K. Baskerville, S. Majid
We compute the braided groups and braided matrices for the solution of the Yang-Baxter equation associated to the quantum Heisenberg group. We also show that a particula…
Quantum Group Gauge Theory on Classical Spaces
T. Brzezinski, S. Majid
We study the quantum group gauge theory developed elsewhere in the limit when the base space (spacetime) is a classical space rather than a general quantum space. We show that this…
The Quantum Double as Quantum Mechanics
Shahn Majid
We introduce -structures on braided groups and braided matrices. Using this, we show that the quantum double can be viewed as the quantum algebra of observables o…
Model Dependence of Baryon Decay Enhancement by Cosmic Strings
C. J. Fewster, B. S. Kay
Cosmic strings arising from GUTs can catalyse baryon decay processes with strong interaction cross sections. We examine the mechanism by which the cross section is enhanced and fin…
$W_{\infty} Algebra in Two-Dimensional Black Hole
T. Eguchi, H. Kanno, S. -K. Yang
We study the coset model of two-dimensional black hole and its relation to the Liouville theory coupled to c=1 matter. We uncover a basic isomorphism in the algebrai…
Null vectors of the W_3 algebra
P. Bowcock, G. M. T. Watts
We construct null vectors of a restricted class explicitly in two different forms. The method we use is an extension of that of Bauer et al.~in the Virasoro case. Our results…
Cosmic Strings and Chronology Protection
James D. E. Grant
A space consisting of two rapidly moving cosmic strings has recently been constructed by Gott that contains closed timelike curves. The global structure of this space is analysed a…
Generalized Semilocal Theories and Higher Hopf Maps
Mark Hindmarsh, Richard Holman, Thomas W. Kephart +1
\def\mon{S^3\stackrel{S^1}{\rightarrow}S^2} \def\inst{S^7\stackrel{S^3}{\rightarrow}S^4} \def\octo{S^{15}\stackrel{S^7}{\rightarrow}S^8} In semilocal theories, the vacuum manifold…
BRS and Anti-BRS Symmetry in Topological Yang--Mills Theory
Malcolm J. Perry, Edward Teo
We incorporate both BRS symmetry and anti-BRS symmetry into the quantisation of topological Yang--Mills theory. This refines previous treatments which consider only the BRS symmetr…
String vacuum backgrounds with covariantly constant null Killing vector and 2d quantum gravity
A. A. Tseytlin
We consider a sigma model with a - dimensional Minkowski signature target space metric having a covariantly constant null Killing vector. We study solutions of the confo…
Combination Rules, Charge Symmetry, and Hall Effect in Cuprates
A. J. Schofield, J. M. Wheatley
The rule relating the observed Hall coefficient to the spin and charge responses of the uniform doped Mott insulator is derived. It is essential to include the contribution of holo…
A Class of Bicovariant Differential Calculi on Hopf Algebras
Tomasz Brzezinski, Shahn Majid
We introduce a large class of bicovariant differential calculi on any quantum group , associated to -invariant elements. For example, the deformed trace element on …
Quantum and Braided Linear Algebra
Shahn Majid
Quantum matrices are known for every matrix obeying the Quantum Yang-Baxter Equations. It is also known that these act on `vectors' given by the corresponding Zamalodchi…