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Queueing-Inventory with One Essential and m Optional Items with Environment Change Process Forming Correlated Renewal Process (MEP)
Kozyrev Dmitry, Jacob Jaison, Shajin Dhanya, Krishnamoorthy Achyutha, Vishnevsky Vladimir
evolves in environments that change randomly. There are n environments that appear in a random fashion
Analysis of a wireless sensor node with varying rates of energy harvesting and consumption
Dudin A., Dudin S., Dudina O., Kim C.
is considered. It is reduced to analysis of the stationary distribution of a single-server queueing system
Analysis of loss systems with overlapping resource requirements
Samouylov K., Gaidamaka Y.
requirements are: the volume of a requirement, which is random with a given probability distribution function
Exponential Bound for the Heating Rate of Periodically Driven Spin Systems
Владимир, Евгеньевич Зобов, Михаил, Михайлович Кучеров
function (ACF) of a spin rotating in a local field whose fluctuations are specified by a Gaussian random
Modelling a random access channel with collisions for M2M traffic in LTE networks
Borodakiy V.Y., Samouylov K.E., Gaidamaka Y.V., Abaev P.O., Buturlin I.A., Etezov S.A.
One of the main problems in LTE networks is distribution of a limited number of radio resources
On the weak law for randomly indexed partial sums for arrays of random elements in martingale type p Banach spaces
Hong D., Cabrera M., Sung S., Volodin A.
For weighted randomly indexed sums of the form ∑j=1 Nnanj(Vnj-cnj) where {anj,j≥1,n≥1
LTE performance analysis using queuing systems with finite resources and random requirements
Naumov V., Samouylov K., Yarkina N., Sopin E., Andreev S., Samuylov A.
of resources of several types, and allow the customers occupy a random amount of resources upon their arrival
A Method of Generating Random Vectors with a Given Probability Density Function
Darkhovsky B.S., Popkov Y.S., Popkov A.Y., Aliev A.S.
We propose a method for generating random independent vectors that have a given continuous
Functional limit theorems for Levy processes and their almost-sure versions
Permiakova E.
In this paper, we prove a criterion of convergence in distribution in the Skorokhod space. We apply
Asymptotic normality of kernel type density estimators for random fields
Fazekas I., Chuprunov A.
Kernel type density estimators are studied for random fields. It is proved that the estimators

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