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Geometric Approximation of Point Interactions in Three-Dimensional Domains
Borisov D.I.
, the operator in the perforated domain converges to that with the point interaction in the norm resolvent sense
Теория конвергенции как основа правовой конвергенции
Кабилова, С. А., Гюльвердиев, Р. Б., Kabilova, S. A., Gyulverdiev, R. B.
The article deals with the formation and development of the convergence theory, provides
Corporate Internet-portal as convergent Mass-media
Grabelnikov Vsevolod
Corporate Internet-portal as convergent Mass-media
Modification of Nonparametric Probability Density Estimation of Parzen's Type with Implicitly Given form of Kernel Function
Aleksandr V. Lapko, Vasiliy A. Lapko, Ekaterina A. Yuronen
The new nonparametric probability density estimation based on use of the smoothing operator
Analyzing impacts of coexistence between M2M and H2H Communication on 3GPP LTE System
Gudkova I., Samouylov K., Buturlin I., Borodakiy V., Gerasimenko M., Galinina O., Andreev S.
transmission delays, blocking probabilities, etc.) with both Markov process based analysis and system
The integral limit theorem in the first passage problem for sums of independent nonnegative lattice variables
Virchenko, Yu. P., Yastrubenko, M. I.
The integral limit theorem as to the probability distribution of the random number
Logical laws for existential monadic second-order sentences with infinite first-order parts
Zhukovskii M.E., Sánchez M.G.
-order variables such that the probability that it is true on G(n, p) does not converge. Moreover, such an example
Application of multiserver queueing systems with failures to the construction of telecommunications networks
Tsitsiashvili G.Sh., Osipova M.A., Samuĭlov K.E., Gaĭdamaka Yu.V.
Summary: "In this note, we construct an estimate of the convergence rate to zero of the probability
On convergence properties of a subgradient method
Konnov I.
In this article, we consider convergence properties of the normalized subgradient method which
A globally convergent LP-Newton method for piecewise smooth constrained equations: escaping nonstationary accumulation points
Fischer A., Herrich M., Izmailov A.F., Scheck W., Solodov M.V.
of local superlinear convergence, covering both possibly nonisolated solutions and possibly nonsmooth

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