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An almost sure functional limit theorem for the domain of geometric partial attraction of semistable lawsAn almost sure functional limit theorem is obtained for variables being in the domain of geometric
An almost sure functional limit theorem for the domain of geometric partial attraction of semistable lawsAn almost sure functional limit theorem is obtained for variables being in the domain of geometric
Vacuum instability in slowly varying electric fields of the Dirac equation; they have a form of simple functionals of a given slowly varying electric field. We
On Estimation of the Convergence Rate to Invariant Measures in Markov Branching Processes with Possibly Infinite Variance and Allowing Immigration are regularly varying in the sense of Karamata, we prove theorems on convergence of transition
functions
On Application of Slowly Varying Functions with Remainder in the Theory of Galton-Watson Branching ProcessWe investigate an application of slowly varying functions (in sense of Karamata) in the theory
Vacuum instability in time-dependent electric fields: New example of an exactly solvable case in the regime of slowly changing field with corresponding results obtained within the slowly varying field
On the spectrum of the monodromy operator for slowly oscillating periodic solutions of functional differential equations with several delaysIn this paper the hyperbolicity of the periodic solutions of a class of functional differential
Cosmologies from Nonlinear Multidimensional Gravity with Acceleration and Slowly Varying G, b(tau), grow exponentially at large times, but b(t) grows slowly enough to admit variations
Simulation of light propagation in the thin-film waveguide lens wavelengths is almost constant. Assuming in this case that the electromagnetic field also varies slowly
Fast driven quantum systems: Interaction picture and boundary conditions is then derived for the averaged (slowly varying) wave functions. In this work, we obtain this effective equation
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