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Revisiting the chronological attribution of microlitic complexes of the Koksharovsky Hill and Vtoroy Poselok I
Serikov, Yu. B.
and carvers, as well as burins on straight retouched truncation and geometric microlites. But it is precisely
MESOLITHIC MICROLITHIC ITEMS FROM MONUMENT COMPLEXES “KOKSHAROVSKY HILL SANCTUARY – YURYINO SETTLEMENT”
Serikov, Y. B.
that there are two transverse retouching burins in the complex. Tools with straight and beak-shaped working edges
Bolshoi Salym 4 - A new mesolithic Site in the North of Western Siberia (the first results of the study)
Konovalenko, M. V., Balueva, Ju. V., Serikov, Yu. B.
on concave retouched truncation, and a zoomorphic pebble. These objects as well as the predominance
Methods of Making and Using Tools in Mesolithic Age on Territory of Middle Yenisey
Volkov, Pavel V., Knyazeva, Elena V., Mandryka, Pavel V., П. В. Волков, Е. В. Князева, П. В. Мандрыка
Habitation layers and pedogenic processes in forest-steppe riverine valleys west of the don: the case of iIyinka
Fedyunin, I. V., Goleusov, P. V., Sarapulkin, V. A., Merkulov, A. N.
Направления комплексных исследований палеолитических памятников в Дивногорье
Бессуднов, А. Н., Бессуднов, А. А.
Numerical Evaluation of the Truncated Singular Value Decomposition Within the Seismic Traveltimes Tomography Framework
Serdyukov, Alexandr S., Patutin, Andrey V., Shilova, Tatiana V., Сердюков, Александр С., Патутин, Андрей В., Шилова, Татьяна В.
The method of truncated singular value decomposition is a powerful tool of regularization
Two-sided truncations for a class of continuous-time markov chains
Satin Y., Zeifman A., Korotysheva A., Kiseleva K.
on the rate of convergence and error of truncation of the process. © Springer International Publishing AG 2017.
Ergodicity and truncation bounds for inhomogeneous birth and death processes with additional transitions from and to origin
Zeifman A., Korotysheva A., Satin Y., Razumchik R., Korolev V., Shorgin S.
of the process. We improve previously known ergodicity and truncation bounds for this class of processes
On truncation of the matrix-geometric stationary distributions
Naumov V.A., Gaidamaka Y.V., Samouylov K.E.
distribution for a loss system is a truncation of the stationary distribution of the Quasi

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