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Light propagation in scanning nearfield optical microscopy probe
Arslanov N., Moiseev S.
parameters in nearfield microscopy probe. The dynamics of the modes propagation in the narrowing probe
Infection spreading in cell culture as a reaction-diffusion wave
Bessonov N., Kazmierczak B., Sadaka G., Volpert V., Ait Mahiout L.
random motion in the extracellular space. Multiplicity of infection experiments in cell cultures
Lévy walks of strong adsorbates on surfaces: Computer simulation and spin-lattice relaxation
Valiullin R., Kimmich R., Fatkullin N.
Using a Monte Carlo method, the time dependence of the mean-squared displacements along planar
Propagation of Gabor singularities for Schrödinger equations with quadratic Hamiltonians
Pravda-Starov K., Rodino L., Wahlberg P.
We study propagation of the Gabor wave front set for a Schrödinger equation with a Hamiltonian
Comparison of some selected time-domain fatigue failure criteria dedicated for multi input random non-proportional loading conditions in industrial components
Reza Kashyzadeh K., Ghorbani S.
This paper presents time-domain procedure to evaluate High-Cycle Fatigue (HCF) life of industrial
Formation of regular pulses with high peak intensity from a random flow of gamma quanta
Shakhmuratov R., Vagizov F., Kocharovskaya O.
The propagation of a random flow of gamma quanta through a thick absorber containing resonant 57Fe
ЗАГОРИЗОНТНОЕ РАСПРОСТРАНЕНИЕ РАДИОВОЛН НАД ЗОНАМИ СЕЙСМИЧЕСКОЙ И ГРОЗОВОЙ АКТИВНОСТИ
Сорокин В.М., Ященко А.К.
The theory of scattering of VHF radio wave by random electric discharges in the troposphere has
NAFASS in action: How to control randomness?
Nigmatullin R., Zhang W.
In this paper the original method of transformation of one random function to another one
High-Frequency Electrodynamics of Slow-Moving Limited Media Taking into Account the Additional Specular Reflection
Grinchik, N. N., Boiprav, O. V.
electromagnetic waves propagation in slowly moving media of finite dimensions, which takes into account
Investigation of fractional order differential equation for boundary functional of a semi-Markov random walk process with negative drift and positive jumps
Bandaliyev R.A., Ibayev E.A., Omarova K.K.
. In the presented paper, the authors chose to do the second way. In this paper we study the semi-Markov random walk

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