A Friedmann-Lemaitre-Robertson-Walker cosmological model with running Lambda
The idea of a variable dark energy has been entertained many times in the literature and from many different points
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A modified Starobinsky's model of inflation: Anomaly-induced inflation, SUSY and graceful exit
We present a model of inflation based on the anomaly-induced effective action of gravity in the presence of a conformally
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Conductance peak motion due to a magnetic field in weakly coupled chaotic quantum dots
We study the influence of moderate exchange interactions of electrons on the behavior of the peaks in the conductance of
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Distinguishing Higgs models at photon colliders
We consider the two effective couplings hZγand hγγinvolving a neutral scalar Higgs boson with a mass around 100 GeV in
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Dynamics of Cuspy Triaxial Galaxies with a Supermassive Black Hole
This talk provides a progress report on an extended collaboration which has aimed to address two basic questions, namely: Should
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Electron Dynamics at a Positive Ion
The dynamics of electrons in the presence of a positive ion is considered for conditions of weak electron-electron couping but
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Expected Coverage of Bayesian Confidence Intervals for the Mean of a Poisson Statistic in Measurements with Background
Expected coverage and expected length of 90% upper and lower limit and 68.27% central intervals are plotted as functions of
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Fractional Josephson vortices at YBa$_2$Cu$_3$O$_{7-x}$ grain boundaries
We report numerical simulations of magnetic flux patterns in asymmetric 45$^{\circ}$ [001]-tilt grain boundaries in YBa$_2$Cu$_3$O$_{7-x}$ superconducting films. The grain
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Higgs boson. Complete discovery and the windiw to a New Physics
1. We discuss the opportunities of complete Higgs boson discovery at different colliders. Main conclusion here is: Photon collider is
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Initial Particle Instability in Muon Collisions
I consider the process $μ^+μ^-\to e\barνW^+$ in the case when the effective mass of the $(e\barν)$ system than the muon
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Invariant closure for the Fokker-Planck equation
We develop the principle of dynamic invariance to obtain closed moment equations from the Fokker-Planck kinetic equation. The analysis is
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Inverse Cascade in Percolation Model: Hierarchical Description of Time-dependent Scaling
The dynamics of a 2D site percolation model on a square lattice is studied using the hierarchical approach introduced by
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Localization in disordered superconducting wires with broken spin-rotation symmetry
Localization and delocalization of non-interacting quasiparticle states in a superconducting wire are reconsidered, for the cases in which spin-rotation symmetry
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Nonlinear properties of left-handed metamaterials
We analyze nonlinear properties of microstructured materials with negative refraction, the so-called left-handed metamaterials. We consider a two-dimensional periodic structure
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Nonlinear wave equation, nonlinear Riemann problem, and the twistor transform of Veronese webs
Veronese webs are rich geometric structures with deep relationships to various domains of mathematics. The PDEs which determine the Veronese
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Occam factors and model-independent Bayesian learning of continuous distributions
Learning of a smooth but nonparametric probability density can be regularized using methods of Quantum Field Theory. We implement a
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Optimal Adaptive Algorithms for Finding the Nearest and Farthest Point on a Parametric Black-Box Curve
We consider a general model for representing and manipulating parametric curves, in which a curve is specified by a black
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Perturbative approach to the two-dimensional quantum gravity
The main part of this presentation is a review of the previous original works on the perturbative covariant approach to
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Physical Program for Photon Colliders
The physical program for the photon linear colliders (PLC) is discussed. We consider the problems in electroweak theory, hadron physics
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Potential and field singularity at a surface point charge
The behavior of the magnetic potential near a point charge (fluxon) located at a curved regular boundary surface is shown
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Quasi-algebraic geometry of curves I. Riemann-Roch theorem and Jacobian
We discuss an analogue of Riemann-Roch theorem for curves with an infinite number of handles. We represent such a curve
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Resolving SM-like scenarios via Higgs boson production at a Photon Collider: I. 2HDM versus SM
We consider the possibility that after operations at the LHC and e^+e^- Linear Colliders a Higgs boson will be discovered,
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The $e^+e^-$ pair production at $μ^+μ^-$ collider
The main source of \epe pair at $μ^+μ^-$ collider is incoherent process $μ^+μ^-\to μ^+μ^-\epe$ with cross section about 10 mb
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The Loewner equation: maps and shapes
In the last few years, new insights have permitted unexpected progress in the study of fractal shapes in two dimensions.
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