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On the total amount of resources occupied by serviced customers
Naumov V.A., Samuilov K.E., Samuilov A.K.
types with given distribution functions. Random vectors that define the requirements of claims
Application of a mixture model of probability distributions when detecting radiophysical signals
Kolchev A., Egoshin I., Nedopekin A., Shumaev V.
distributions when detecting signals of radiophysical sounding. By simulating characteristics of the mixture
Direct evaluation of the physical characteristics of Yukawa fluids based on a simple approximation for the radial distribution function
Fairushin I.I., Khrapak S.A., Mokshin A.V.
© 2020 The Authors We propose a simple analytical approximation for the radial distribution
The distribution function for a subsystem experiencing temperature fluctuations
Bashkirov A.G., Sukhanov A.D.
the distribution function for a subsystem with a fluctuating temperature, which coincides with the Levy
Fluctuation-noise spectroscopy and a "universal" fitting function of amplitudes of random sequences
Nigmatullin R., Smith G.
A "universal" fitting function has been recognized that makes use of the eigen-coordinates method
Revisiting joint stationary distribution in two finite capacity queues operating in parallel
Meykhanadzhyan L., Matyushenko S., Pyatkina D., Razumchik R.
distributed with different parameters. Using the approach based on generating functions, the authors obtain a
On Stability of a Class of Linear Systems with Distributed and Lumped Parameters
Bairamov B., Bairamov F.
© 2019, Allerton Press, Inc. The method of Lyapunov functions is used to investigate the stability
Approaches to determining the kinetics for the formation of a nano-dispersed substance from the experimental distribution functions of its nanoparticle properties
Adzhiev S.Z., Melikhov I.V., Vedenyapin V.V.
of the present investigation is to determine the coefficients for the equations by the distribution functions
Transfer theorems concerning asymptotic expansions for the distribution functions of statistics based on samples with random sizes
Bening V.E.
In the paper, we discuss the transformation of the asymptotic expansion for the distribution of a
Derivation of the function of the distribution of the lengths of the macromolecules of biopolymers on thermal denaturing
Berkovich L.
of the macromolecules on thermal denaturing of biopolymers in solution is governed by a logarithmic normal distribution

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