total 230470took 0.17s

Analysis of Distributed Congestion Control in Cellular Vehicle-to-everything NetworksMar 29 2019Cellular Vehicle-to-everything (C-V2X) communication has been proposed in the 3rd Generation Partnership Project release 14 standard to address the latency and reliability requirements of cooperative safety applications. Such applications can involve ... More

Intelligent Wide-band Spectrum ClassifierApr 12 2019We introduce a new technique for narrow-band (NB) signal classification in sparsely populated wide-band (WB) spectrum using supervised learning approach. For WB spectrum acquisition, Nyquist rate sampling is required at the receiver's analog-to-digital ... More

Spatio-temporal Dynamics of Cellular V2X Communication in Dense Vehicular NetworksJun 18 2019Cellular Vehicle-to-everything (C-V2X) communication is a major V2X solution proposed by the 3rd Generation Partnership Project (3GPP). Scalability of C-V2X has been questioned and investigated in previous works to study how efficient and reliable this ... More

Neutrino spin-flip effects in active galactic nucleiJun 18 1998Feb 04 2002We study the effects of neutrino spin-flip in the magnetic field, B_{AGN}, of active galactic nuclei (AGN) for high-energy neutrinos (E > 10^{6} GeV) originating from AGN induced by an interplay of the violation of equivalence principle parameterized ... More

Topological defects in the crystalline state of one-component plasmas of non-uniform densityFeb 27 2007We study the ground state properties of classical Coulomb charges interacting with a 1/r potential moving on a plane but confined either by a circular hard wall boundary or by a harmonic potential. The charge density in the continuum limit is determined ... More

Multiple Access in Cellular V2X: Performance Analysis in Highly Congested Vehicular NetworksSep 07 2018Oct 27 2018Vehicle-to-everything (V2X) communication enables vehicles, roadside vulnerable users, and infrastructure facilities to communicate in an ad-hoc fashion. Cellular V2X (C-V2X), which was introduced in the 3rd generation partnership project (3GPP) release ... More

Bounds on R-parity violating SUSY Yukawa couplings from semileptonic decays of baryonsJul 21 1998We consider tree-level corrections to hypercharge changing semileptonic decays of certain baryons induced by a minimal supersymmetric standard model with explicitly broken R-parity via $L$-violation. This study leads to a new set of constraints on the ... More

Screw symmetry in columnar crystalsJun 12 2013We show that the optimal packing of hard spheres in an infinitely long cylinder yields structures characterised by a screw symmetry. Each packing can be assembled by stacking a basic unit cell ad infinitum along the length of the cylinder with each subsequent ... More

Packing of softly repulsive particles in a spherical box - a generalised Thomson problemJun 12 2013We study the (near or close to) ground state distribution of N softly repelling particles trapped in the interior of a spherical box. The charges mutually interact via an inverse power law potential of the form $1/r^\gamma$. We study three regimes in ... More

Curvature in conformal mappings of 2D lattices and foam structureJan 16 2008Apr 12 2011The elegant properties of conformal mappings, when applied to two dimensional (2D) lattices, find interesting applications in 2D foams and other cellular or close packed structures. In particular the 2D honeycomb (whose dual is the triangular lattice) ... More

Phyllotaxis, disk packing and Fibonacci numbersAug 20 2016We consider the evolution of the packing of disks (representing the position of buds) that are introduced at the top of a surface which has the form of a growing stem. They migrate downwards, while conforming to three principles, applied locally: dense ... More

Phyllotaxis, disk packing and Fibonacci numbersAug 20 2016Nov 09 2016We consider the evolution of the packing of disks (representing the position of buds) that are introduced at the top of a surface which has the form of a growing stem. They migrate downwards, while conforming to three principles, applied locally: dense ... More

Theory of cylindrical dense packings of disksDec 28 2013We have previously explored cylindrical packings of disks and their relation to sphere packings. Here we extend the analytical treatment of disk packings, analysing the rules for phyllotactic indices of related structures and the variation of the density ... More

Phyllotaxis, disk packing and Fibonacci numbersAug 20 2016Feb 25 2017We consider the evolution of the packing of disks (representing the position of buds) that are introduced at the top of a surface which has the form of a growing stem. They migrate downwards, while conforming to three principles, applied locally: dense ... More

Homogeneous and heterogeneous populations of active rods in two-dimensional channelsFeb 05 2019Active swarms, consisting of individual agents which consume energy to move or produce work, are known to generate a diverse range of collective behaviors. Many examples of active swarms are biological in nature (e.g., fish shoals and bird flocks) and ... More

Phyllotactic description of hard sphere packing in cylindrical channelsDec 16 2010Apr 12 2011We develop a simple analytical theory that relates dense sphere packings in a cylinder to corresponding disk packings on its surface. It applies for ratios R=D/d (where d and D are the diameters of the hard spheres and the bounding cylinder, respectively) ... More

How bees and foams respond to curved confinement: level set boundary representations in the Surface EvolverNov 30 2016We present a Surface Evolver framework for simulating single bubbles and multicellular foams trapped between curved parallel surfaces. We are able to explore a range of geometries using level set constraints to model the bounding surfaces. Unlike previous ... More

A Centralized Reputation Management Scheme for Isolating Malicious Controller(s) in Distributed Software-Defined NetworksNov 29 2017Software-Defined Networks have seen an increasing in their deployment because they offer better network manageability compared to traditional networks. Despite their immense success and popularity, various security issues in SDN remain open problems for ... More

Compaction of cereal grainJun 12 2013We report on simple shaking experiments to measure the compaction of a column of Firth oat grain. Such grains are elongated anisotropic particles with a bimodal polydispersity. In these experiments, the particle configurations start from an initially ... More

Effect of dipolar interactions for domain wall dynamics in magnetic thin filmsOct 06 2009We study the effect of long range dipolar forces on the dynamics and morphology of domain walls in magnetic thin films by numerical simulations of the spin-1 random field Ising model. By studying the size distribution of avalanches of domain wall motion ... More

Curvature driven motion of soap cells in toroidal Hele-Shaw cellsOct 28 2016Nov 10 2016We investigate the equilibrium properties of a single area-minimising bubble trapped between two narrowly-separated parallel curved plates. We begin with the simple case of a a bubble trapped between concentric spherical plates. We develop a model that ... More

Simulation and observation of line-slip structures in columnar structures of soft spheresMar 02 2017Mar 24 2018We present the computed phase diagram of columnar structures of soft spheres under pressure, of which the main feature is the appearance and disappearance of line slips, the shearing of adjacent spirals, as pressure is increased. A comparable experimental ... More

Columnar structures of soft spheres: Metastability and hysteresisMay 19 2018Oct 08 2018Previously we reported on the stable (i.e. minimal enthalpy) structures of soft monodisperse spheres in a long cylindrical channel. Here, we present further simulations, which significantly extend the original phase diagram up to D/d = 2.714 (ratio of ... More

Curvature driven motion of soap cells in toroidal Hele-Shaw cellsOct 28 2016Apr 04 2017We investigate the equilibrium properties of a single area-minimising bubble trapped between two narrowly-separated parallel curved plates. We begin with the simple case of a a bubble trapped between concentric spherical plates. We develop a model that ... More

Curvature driven motion of soap cells in toroidal Hele-Shaw cellsOct 28 2016We investigate the equilibrium properties of a single area-minimising bubble trapped between two narrowly-separated parallel curved plates. We begin with the simple case of a a bubble trapped between concentric spherical plates. We develop a model that ... More

Modeling domain wall dynamics in thin magnetic strips with disorderSep 25 2009We present a line-based model of transverse domain walls in thin magnetic strips, to study the effect of bulk disorder on the domain wall dynamics within the thermally activated creep regime. The creep velocity is found to exhibit a non-linear dependence ... More

Dense packings of spheres in cylinders I. SimulationsMar 15 2012May 09 2012We study the optimal packing of hard spheres in an infinitely long cylinder, using simulated annealing, and compare our results with the analogous problem of packing disks on the unrolled surface of a cylinder. The densest structures are described and ... More

Equilibrium configurations of hard spheres in a cylindrical harmonic potentialJun 26 2019A line of hard spheres confined by a transverse harmonic potential, with hard walls at its ends, exhibits a variety of buckled structures as it is compressed longitudinally. Here we show that these may be conveniently observed in a rotating liquid-filled ... More

Demonstration and interpretation of "scutoid" cells in a quasi-2D soap frothSep 22 2018Recently a novel type of epithelial cell has been discovered and dubbed the "scutoid". It is induced by curvature of the bounding surfaces. We show by simulations and experiments that such cells are to be found in a dry foam subjected to this boundary ... More

Theory of rotational columnar structures of soft spheresAug 08 2018Feb 25 2019There is a growing interest in cylindrical structures of hard and soft particles. A promising new method to assemble such structures has recently been introduced by Lee et al. [T. Lee, K. Gizynski, and B. Grzybowski, Adv. Mater. 29, 1704274 (2017)]. They ... More

Hydrodynamic stability of rotationally supported flows: Linear and nonlinear 2D shearing box resultsApr 01 2004Aug 31 2004We present here both analytical and numerical results of hydrodynamic stability investigations of rotationally supported circumstellar flows using the shearing box formalism. Asymptotic scaling arguments justifying the shearing box approximation are systematically ... More

Theory of rotational columnar structures of soft spheresAug 08 2018Nov 15 2018There is a growing interest in cylindrical structures of hard and soft particles. A promising new method to assemble such structures has recently been introduced by Lee et al. [T. Lee, K. Gizynski, and B. Grzybowski, Advanced Materials 29, 1704274 (2017)], ... More

On the viability of the shearing box approximation for numerical studies of MHD turbulence in accretion disksNov 06 2007Feb 28 2008Most of our knowledge on the nonlinear development of the magneto-rotational instability (MRI) relies on the results of numerical simulations employing the shearing box (SB) approximation. A number of difficulties arising from this approach have recently ... More

Development of Wearable Systems for Ubiquitous Healthcare Service ProvisioningApr 01 2014This paper reports on the development of a wearable system using wireless biomedical sensors for ubiquitous healthcare service provisioning. The prototype system is developed to address current healthcare challenges such as increasing cost of services, ... More

Multifractal modeling of short-term interest ratesNov 22 2011We propose a multifractal model for short-term interest rates. The model is a version of the Markov-Switching Multifractal (MSM), which incorporates the well-known level effect observed in interest rates. Unlike previously suggested models, the level-MSM ... More

The Friedrichs-Model with fermion-boson couplingsMar 28 2007In this work we present an extended version of the Friedrichs Model, which includes fermion-boson couplings. The set of fermion bound states is coupled to a boson field with discrete and continuous components. As a result of the coupling some of the fermion ... More

The parity-preserving massive QED3: vanishing beta-function and no parity anomalyMay 31 2015Aug 27 2015The parity-preserving massive QED3 exhibits vanishing gauge coupling beta-function and is parity and infrared anomaly free at all orders in perturbation theory. Parity is not an anomalous symmetry, even for the parity-preserving massive QED3, in spite ... More

Ring of physical states in the M(2,3) Minimal Liouville gravityJun 08 2009Oct 26 2009We consider the M(2,3) Minimal Liouville gravity, whose states in the gravity sector are represented by irreducible modules of the Virasoro algebra. We present a recursive construction for BRST cohomology classes. This construction is based on using an ... More

Physics Fundamentals of Luminous Accretion Disks Around Black HolesNov 15 2002These lectures provide an overview of the theory of accretion disks with application to bright sources containing black holes. I focus on the fundamental physics of these flows, stressing modern developments and outstanding questions wherever possible. ... More

Sp(4,R)/GL(2,R) Matrix Structure of Geodesic Solutions for Einstein--Maxwell--Dilaton--Axion TheoryApr 14 1996The constructed $Sp(4,R)/GL(2,R)$ matrix operator defines the family of isotropic geodesic containing vacuum point lines in the target space of the stationary D=4 Einstein--Maxwell--dilaton--axion theory. This operator is used to derive a class of solutions ... More

Symplectic Gravity Models in Four, Three and Two DimensionsOct 28 1996A class of the $D=4$ gravity models describing a coupled system of $n$ Abelian vector fields and the symmetric $n \times n$ matrix generalizations of the dilaton and Kalb-Ramond fields is considered. It is shown that the Pecci-Quinn axion matrix can be ... More

Kramer--Neugebauer Transformation for Einstein--Maxwell--Dilaton--Axion TheoryApr 28 1996The Kramer--Neugebauer--like transformation is constructed for the stationary axisymmetric D=4 Einstein--Maxwell--dilaton--axion system. This transformation directly maps the dualized sigma--model equations of the theory into the nondualized ones. Also ... More

The Equations of MagnetoquasigeostrophyJan 02 2013The dynamics contained in magnetized layers of exoplanet atmospheres are important to understand in order to characterize what observational signatures they may provide for future observations. It is important to develop a framework to begin studying ... More

Exploring the Gamma Ray Horizon with the next generation of Gamma Ray Telescopes. Part 1: Theoretical predictionsJul 31 2001Jun 17 2004The physics potential of the next generation of Gamma Ray Telescopes in exploring the Gamma Ray Horizon is discussed. It is shown that the reduction in the Gamma Ray detection threshold might open the window to use precise determinations of the Gamma ... More

Optimal observables for measuring three-gauge-boson couplings in $e^+ e^- \to W^+ W^-$Mar 01 1996Observables with optimised sensitivity to the $WWZ$ and $WW\gamma$-couplings in $e^+ e^- \to W^+ W^-$ are investigated. They allow for separate studies of CP violation and of absorptive parts in the amplitude. We have calculated expected statistical errors ... More

Recent Measurements of Neutrino-Nucleus Quasi-Elastic ScatteringJul 18 2011We present recent measurements of neutrino charged current quasi-elastic (CC QE) scattering, nu_mu + p -> mu- + n. Measurements of CC QE on carbon near 1 GeV by MiniBooNE and SciBooNE, as well as measurements on iron at 3 GeV by MINOS, disagree with current ... More

From Fractional Chern Insulators to a Fractional Quantum Spin Hall EffectJul 11 2011Jan 18 2012We investigate the algebraic structure of flat energy bands a partial filling of which may give rise to a fractional quantum anomalous Hall effect (or a fractional Chern insulator) and a fractional quantum spin Hall effect. Both effects arise in the case ... More

Soliton splitting in quenched classical integrable systemsDec 07 2015We take a soliton solution of a classical non-linear integrable equation and quench (suddenly change) its non-linearity parameter. For that we multiply the amplitude or the width of a soliton by a numerical factor $\eta$ and take the obtained profile ... More

Full counting statistics of a chaotic cavity with asymmetric leadsMar 16 2004Sep 05 2005We study the statistics of charge transport in a chaotic cavity attached to external reservoirs by two openings of different size which transmit non-equal number of quantum channels. An exact formula for the cumulant generating function has been derived ... More

Higgs sector of the MSSM: lepton flavor violation at colliders and neutralino dark matterFeb 19 2010We examine the prospects for the detection of Higgs mediated lepton flavor violation at LHC and at a photon collider in the minimal supersymmetric standard model with large lepton flavor violating mass insertions in the $\mu-\tau$ sector constraining ... More

Correcting the chromatic and airmass dependent extinction for TIMMI2 spectraApr 09 2004We present a method to correct the chromatic and airmass dependent extinction for N-band spectra taken with the TIMMI2 instrument at the ESO / La Silla observatory. Usually, the target and calibrator star have to be observed at similar airmass in order ... More

A global and non-entropic arrow of time: the double role of the energy-momentum tensorMay 14 2003In this paper we adopt a global and non-entropic approach to the problem of the arrow of time, according to which the arrow of time is an intrinsic geometrical property of spacetime. Our main aim is to show the double role played by the energy-momentum ... More

Hypothetical Gravity Control and Implications for Spacecraft PropulsionJul 31 2002A scientific analysis of the conditions under which gravity could be controlled and the implications that an hypothetical manipulation of gravity would have for known schemes of space propulsion have been the scope of a recent study carried out for the ... More

Wavy way to the Kerr metric and the quantum nature of its ring singularitySep 17 2015Mar 16 2016From inherent non-linearity two gravitational waves, unless they are unidirectional, fail to satisfy a superposition law. They collide to develop a new spacetime carrying the imprints of the incoming waves. Same behaviour is valid also for any massless ... More

A new method to reduce the statistical and systematic uncertainty of chance coincidence backgrounds measured with waveform digitizersNov 18 2016A new method for measuring chance-coincidence backgrounds during the collection of coincidence data is presented. The method relies on acquiring data with near-zero dead time, which is now realistic due to the increasing deployment of flash electronic-digitizer ... More

Flow Equation of Quantum Einstein Gravity in a Higher-Derivative TruncationMay 07 2002Motivated by recent evidence indicating that Quantum Einstein Gravity (QEG) might be nonperturbatively renormalizable, the exact renormalization group equation of QEG is evaluated in a truncation of theory space which generalizes the Einstein-Hilbert ... More

Towards Nonperturbative Renormalizability of Quantum Einstein GravityDec 11 2001We summarize recent evidence supporting the conjecture that four-dimensional Quantum Einstein Gravity (QEG) is nonperturbatively renormalizable along the lines of Weinberg's asymptotic safety scenario. This would mean that QEG is mathematically consistent ... More

Killing vector fields and a homogeneous isotropic universeOct 12 2016Some basic theorems on Killing vector fields are reviewed. In particular, the topic of a constant-curvature space is examined. A detailed proof is given for a theorem describing the most general form of the metric of a homogeneous isotropic space-time. ... More

Core percolation in random graphs: a critical phenomena analysisFeb 01 2001Jan 07 2002We study both numerically and analytically what happens to a random graph of average connectivity "alpha" when its leaves and their neighbors are removed iteratively up to the point when no leaf remains. The remnant is made of isolated vertices plus an ... More

Exactly solvable model with two conductor-insulator transitions driven by impuritiesJun 29 2000Mar 02 2001We present an exact analysis of two conductor-insulator transitions in the random graph model. The average connectivity is related to the concentration of impurities. The adjacency matrix of a large random graph is used as a hopping Hamiltonian. Its spectrum ... More

Threshold values of autoresonant pumpingMar 19 2013There exists stable growing solution of primary resonant equation for a autoresonant pumping with decreasing amplitude. The primary term of asymptotics is $O(\sqrt{t})$ and does not depend on order of the force from some interval. We point to the interval ... More

Oscillations near separatrix for perturbed Duffing equationMar 26 2009A periodic perturbation generates a complicated dynamics close to separatrices and saddle points. We construct an asymptotic solution which is close to the separatrix for the unperturbed Duffing's oscillator over a long time. This solution is defined ... More

The Fourier method for the linearized Davey-Stewartson I equationJan 20 1997The linearized Davey-Stewartson equation with varing coefficients is solved by Fourier method. The approach uses the inverse scattering transform for the Davey-Stewartson equation.

Effect of power-law Maxwell field to the gravitational lensingMar 17 2019Apr 10 2019In this paper, we extend the gravitational bending of light studies in Kottler metrics to comprise nonlinear electrodynamics within the framework of Einstein - power - Maxwell theory. We show that the closest approach distance and the gravitational bending ... More

Long time behaviour in a model of microtubule growthJan 29 2010We study a continuous time stochastic process on strings made of two types of particles, whose dynamics mimics the behaviour of microtubules in a living cell; namely, the strings evolve via a competition between (local) growth/shrinking as well as (global) ... More

On local equivalence problem of spacetimes with two orthogonally transitive commuting Killing fieldsSep 26 2007Considered is the problem of local equivalence of generic four-dimensional metrics possessing two commuting and orthogonally transitive Killing vector fields. A sufficient set of eight differential invariants is explicitly constructed, among them four ... More

The formation of the Galactic bulge in an inside-out scenarioMay 06 2019Chemical evolution models (CEM) are important tools to understand the formation and evolution of the components of the Milky Way Galaxy and other galaxies in the universe. The Galactic bulge is the only galaxy bulge that can be resolved and can be studied ... More

Electrical resistivity at large temperatures: Saturation and lack thereofSep 04 2002Many transition metal compounds show saturation of the resistivity at high temperatures, T, while the alkali-doped fullerenes and the high-Tc cuprates are usually considered to show no saturation. We present a model of transition metal compounds, showing ... More

Saturation of electrical resistivity in metals at large temperaturesJun 20 2001Jan 11 2002We present a microscopic model for systems showing resistivity saturation. An essentially exact quantum Monte-Carlo calculation demonstrates that the model describes saturation. We give a simple explanation for saturation, using charge conservation and ... More

A class of vector identities relevant to the representation of the electric current densityFeb 15 2007A rigorous mathematical proof is given of a class of vector identities that provide a way to separate an arbitrary vector field (over a linear space) into the sum of a radial (i.e., pointing toward the radial unit vector) vector field, minus the divergence ... More

Neutralino Dark Matter and Higgs mediated Lepton Flavor Violation in the Minimal Supersymmetric Standard ModelOct 17 2009Feb 17 2010We consider the minimal supersymmetric standard model within a scenario of large $\tan\beta$ and heavy squarks and gluinos, with masses of the heavy neutral Higgs bosons below the TeV scale. We allow for the presence of a large, model independent, source ... More

Spinning particles in vacuum spacetimes of different curvature typesMay 05 2015Sep 23 2015We consider the motion of spinning test particles with nonzero rest mass in the "pole-dipole" approximation, as described by the Mathisson-Papapetrou-Dixon (MPD) equations, and examine its properties in dependence on the spin supplementary condition added ... More

The symplectic structure of the spin Calogero modelJul 10 1997We compute the symplectic structure of the spin Calogero model in terms of algebro-geometric data on the associated spectral curve.

Riemann surfaces, separation of variables and classical and quantum integrabilitySep 09 2002Sep 16 2002We show that Riemann surfaces, and separated variables immediately provide classical Poisson commuting Hamiltonians. We show that Baxter's equations for separated variables immediately provide quantum commuting Hamiltonians. The construction is simple, ... More

An idealized model for dust-gas interaction in a rotating channelJan 09 2007Jan 11 2007A 2D model representing the dynamical interaction of dust and gas in a planetary channel is explored. The two components are treated as interpenetrating fluids in which the gas is treated as a Boussinesq fluid while the dust is treated as pressureless. ... More

Symmetries and renormalisation in two-Higgs-doublet modelsJun 07 2011We discuss the classification of symmetries and the corresponding symmetry groups in the two-Higgs-doublet model (THDM). We give an easily useable method how to determine the symmetry class and corresponding symmetry group of a given THDM Higgs potential. ... More

On the phenomenology of a two-Higgs-doublet model with maximal CP symmetry at the LHC, II: radiative effectsDec 14 2009The processes proton + antiproton -> gamma + heavy-flavour jet(s) + X and proton + proton -> gamma + heavy-flavour jet(s) + X are studied in the framework of a special two-Higgs-doublet model, the MCPM. As distinguishing feature of this model we find ... More

The MCPM, a two-Higgs-doublet model with maximal CP symmetry, and LHC13Jun 03 2016We continue our investigation of the phenomenological consequences of the MCPM for the LHC experiments. As in any two-Higgs-doublet model we have in the MCPM three neutral Higgs bosons and one charged Higgs-boson pair $H^\pm$. Here we discuss the two-photon ... More

A note on projections of Gibbs measures from a class arising in economic modelingOct 27 2006A result about projections of Gibbs measures from a particular class arising in economic modeling is proved.

Anomalous triple gauge couplings in e+ e- -> W+ W- and "optimal" strategies for their measurementJan 31 1997We show how one can measure anomalous WWZ- and WWgamma-couplings with minimal statistical error using integrated observables, without having to assume that the anomalous couplings are small. We propose a parametrisation of these couplings which is well ... More

Exploring the Gamma Ray Horizon with the next generation of Gamma Ray Telescopes. Part 3: Optimizing the observation schedule of gamma-ray sources for the extraction of cosmological parametersSep 24 2004The optimization of the observation schedule of gamma-ray emitters by the new generation of Cherenkov Telescopes to extract cosmological parameters from the measurement of the Gamma Ray Horizon at different redshifts is discussed. It is shown that improvements ... More

Universal thermal conductivity in the vortex state of cuprate superconductorsJul 25 2001Sep 19 2001We formulate an effective low energy theory for the fermionic excitations in d-wave superconductors in the presence of periodic vortex lattices. These can be modeled by an effective free Dirac Hamiltonian with renormalized velocities and possibly a small ... More

Two-photon exchange correction in elastic unpolarized electron-proton scattering at small momentum transferAug 15 2015Jan 28 2016We evaluate the two-photon exchange (TPE) correction to the unpolarized elastic electron-proton scattering at small momentum transfer $ Q^2 $. We account for the inelastic intermediate states approximating the double virtual Compton scattering by the ... More

Lorentz Invariant Vacuum Solutions in General RelativityFeb 17 2016All Lorentz invariant solutions of vacuum Einstein's equations are found. It is proved that these solutions describe space-times of constant curvature.

Stability and symmetry breaking in the general n-Higgs-doublet modelApr 07 2015Aug 10 2015For potentials with n-Higgs-boson doublets stability, electroweak symmetry breaking, and the stationarity equations are discussed in detail. This is done within the bilinear formalism which simplifies the investigation, in particular since irrelevant ... More

BKP plane partitionsDec 06 2006Using BKP neutral fermions, we derive a product expression for the generating function of volume-weighted plane partitions that satisfy two conditions. If we call a set of adjacent equal height-h columns, h > 0, an h-path, then 1. Every h-path can assume ... More

Electronic Properties of Graphene in a Strong Magnetic FieldApr 20 2010Nov 22 2011We review the basic aspects of electrons in graphene (two-dimensional graphite) exposed to a strong perpendicular magnetic field. One of its most salient features is the relativistic quantum Hall effect the observation of which has been the experimental ... More

The $ε$-capacity of a gain matrix and tolerable disturbances: Discrete-time perturbed linear systemsJul 27 2016Discrete-time linear systems with perturbed initial state are considered. A disturbance that infects the initial state is said to be $\epsilon$-tolerable if the corresponding output signal is relatively insensitive to their effects. In this paper, we ... More

Giant planet formation via pebble accretionNov 24 2015In the standard model of core accretion, the formation of giant planets occurs by two main processes: first, a massive core is formed by the accretion of solid material; then, when this core exceeds a critical value (typically greater than 10 Earth masses) ... More

Peakons, R-Matrix and Toda-LatticeSep 28 1995The integrability of a family of hamiltonian systems, describing in a particular case the motionof N ``peakons" (special solutions of the so-called Camassa-Holm equation) is established in the framework of the $r$-matrix approach, starting from its Lax ... More

Asymptotic Safety in Quantum Einstein Gravity: nonperturbative renormalizability and fractal spacetime structureNov 25 2005The asymptotic safety scenario of Quantum Einstein Gravity, the quantum field theory of the spacetime metric, is reviewed and it is argued that the theory is likely to be nonperturbatively renormalizable. It is also shown that asymptotic safety implies ... More

Effect of power-law Maxwell field to the gravitational lensingMar 17 2019In this paper, we extend the gravitational bending of light studies in Kottler metrics to comprise nonlinear electrodynamics within the framework of Einstein - power - Maxwell theory. We show that the closest approach distance and the gravitational bending ... More

Canonical rings of Q-divisors on P^1Jul 17 2014The canonical ring $S_D = \bigoplus_{d \geq 0} H^0(X, \lfloor dD \rfloor)$ of a divisor D on a curve X is a natural object of study; when D is a Q-divisor, it has connections to projective embeddings of stacky curves and rings of modular forms. We study ... More

Visibly irreducible polynomials over finite fieldsAug 30 2018H. Lenstra has pointed out that a cubic polynomial of the form (x-a)(x-b)(x-c) + r(x-d)(x-e), where {a,b,c,d,e} is some permutation of {0,1,2,3,4}, is irreducible modulo 5 because every possible linear factor divides one summand but not the other. We ... More

Boundary value problem for the time-fractional telegraph equation with Caputo derivativesOct 16 2016In this paper the Green formula for the operator of fractional differentiation in Caputo sense is proved. By using this formula the integral representation of all regular in a rectangular domains solutions is obtained in the form of the Green formula ... More

On the value of the Curie temperature in doped manganitesApr 26 2000Dec 11 2000We have verified that the variational mean field theory approach suggested by Narimanov and Varma (preprint cond-mat/0002191) being applied to the realistic two-band model provides a good agreement with experimental data for the Curie temperature in doped ... More

Unconventional superfluidity in Bose-Fermi MixturesJun 11 2009Pairing between fermions that attract each other, reveal itself to the macroscopic world in the form of superfluidity. Since the discovery of fermionic superfluidity, intense search has been going on to find various unconventional forms of fermion pairing ... More

On Static Dielectric Response of Microcomposites of the Type Ferrolastics-Dielectrics For Application in Solid Oxide Fuel Cells (SOFC)Oct 30 2016We describe the static dielectric response of ferroelastic-dielectric microcomposites. Dependence on temperature, pressure and concentration is considered for temperatures in the paraelastic transition. In recent years there has been considerable interest ... More

Subtracted dispersion relation formalism for the two-photon exchange correction to elastic electron-proton scattering: comparison with dataAug 22 2014Jan 28 2016We apply a subtracted dispersion relation formalism with the aim to improve predictions for the two-photon exchange corrections to elastic electron-proton scattering observables at finite momentum transfers. We study the formalism on the elastic contribution, ... More

The Jackiw-Pi model: classical theorySep 25 2012Mar 07 2013The massive even-parity non-Abelian gauge model in three space-time dimensions proposed by Jackiw and Pi is studied at the tree-level. The propagators are computed and the spectrum consistency is analyzed, besides, the symmetries of the model are collected ... More