Add to ORKGStarting from a covariant cycle-averaged Lagrangian the relativistic oscillation center equation of motion of a point charge is deduced and analytical formulae for the ponderomotive force in a travelling wave of arbitrary strength are presented. It is further shown that the ponderomotive forces for transverse and longitudinal waves are different; in the latter, uphill acceleration can occur. In a standing wave there exists a threshold intensity above which, owing to transition to chaos, the secular motion can no longer be described by a regular ponderomotive force
Some sufficient conditions for consistency and asymptotic normality of a non-linear regression param...
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Starting from a covariant cycle-averaged Lagrangian the relativistic oscillation center equation of ...
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Some sufficient conditions for consistency and asymptotic normality of a non-linear regression param...
Usando métodos algebraicos, probamos que existe una relación fundamental entre las ecuaciones difere...
AbstractFirst, we prove that the local solution to the Navier–Stokes-omega equations is unique when ...
Starting from a covariant cycle-averaged Lagrangian the relativistic oscillation center equation of ...
AbstractThe multiplicity of solutions for semilinear elliptic equations with exponential growth nonl...
The existence and uniqueness of solution of stochastic differential equation driven by standard Brow...
Electron-phonon interactions are key to understanding the dynamics of electrons in materials and can...
AbstractBy means of continuation theorem of coincidence degree theory, we study a kind of Liénard eq...
AbstractThe classical Ostrowski inequality for functions on intervals estimates the value of the fun...
AbstractA dynamical symmetry, as well as special diffeomorphism algebras generalizing the Witt–Viras...
In (quant-ph/0701141) Rajeev studied quantization of the damped simple harmonic oscillator and intro...
AbstractA singular integral equation with a Holderian second member function on [a,b] is considered ...
The Laguerre polynomials appear naturally in many branches of pure and applied mathematics and mathe...
Through chaos decomposition we improve the Varadhan estimate for the rate of convergence of the cen...
AbstractFor a non-local reaction–diffusion problem with either homogeneous Dirichlet or homogeneous ...
Some sufficient conditions for consistency and asymptotic normality of a non-linear regression param...
Usando métodos algebraicos, probamos que existe una relación fundamental entre las ecuaciones difere...
AbstractFirst, we prove that the local solution to the Navier–Stokes-omega equations is unique when ...