Материалов:
1 005 012

Репозиториев:
30

Авторов:
761 409

По вашему запросу найдено документов: 310832

Страница 10 из 31084

Генезис и эволюция права: человекоцентристский подход
Шафиров, В.М., Shafirov, Vladimir M.
, at own discretion. Law does not only forbid and restrict but it grants rights, freedom of choice
Oblique generalizations of the Walsh basis
Ismagilov I.
forming transformation matrices based on oblique discrete Walsh functions are developed. Some properties
Non-Markov stochastic dynamics of real epidemic process of respiratory infections
Yulmetyev R., Emelyanova N., Demin S., Gafarov F., Hänggi P., Yulmetyeva D.
population has recently attracted considerable attention in statistical physics. In this work we present a
Dynamic discrete models for the granular matter formation process
and its Applications. All rights reserved. In this paper, we introduce a new modelling approach
ASYMPTOTIC ANALYSIS ABOUT THE PERIODOGRAM OF A GENERAL CLASS OF TIME SERIES MODELS WITH SPECTRAL SUPPORTSON LINES NOT PARALLEL TO THE MAIN DIAGONAL
Shi L.E.I., Jain S., Agarwal P., Altayed Y., Momani S.
The aim of this paper is to make inference about a general class of time series models including
Stochastic dynamics of time correlation in complex systems with discrete time
Yulmetyev R., Hänggi P., Gafarov F.
of infinite chain of finite-difference non-Markov kinetic equations for discrete TCFs and memory functions
On discrete solutions for elliptic pseudo-differential equations
Tarasova, O. A., Vasilyev, A. V., Vasilyev, V. B.
on the theory of discrete boundary value problems for elliptic pseudo-differential equations we give a
Quantification of heart rate variability by discrete nonstationary non-Markov stochastic processes
Yulmetyev R., Hänggi P., Gafarov F.
of nonstationary discrete memory functions (MF's). The last one contains supplementary information about
Quantification of heart rate variability by discrete nonstationary non-Markov stochastic processes
Yulmetyev R., Hänggi P., Gafarov F.
of nonstationary discrete memory functions (MF's). The last one contains supplementary information about
Inverse Problems in Models of Resource Distribution
Agaltsov A.D., Molchanov E.G., Shananin A.A.
popular production functions are compatible with these models. Besides, we give a necessary condition

Страница 10 из 31084

Фасеты

Новости проекта

Новости

Партнеры

КФУ
ТГУ
Elpub
СФУ
Webpublishers

Индексация

BASE
WorldCat
OpenAIRE
EDS
core