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Thin obstacle problem: Estimates of the distance to the exact solution
Apushkinskaya D.E., Repin S.I.
and is admissible with respect to the obstacle condition (i.e., they are valid for any approximation regardless
A Posteriori Error Estimates for Approximate Solutions to the Obstacle Problem for the -Laplacian
Apushkinskaya D.E., Novikova A.A., Repin S.I.
A Posteriori Error Estimates for Approximate Solutions to the Obstacle Problem for the $p$ -Laplacian
Apushkinskaya D.E., Novikova A.A., Repin S.I.
Functional A Posteriori Error Estimates for the Parabolic Obstacle Problem
Apushkinskaya D., Repin S.
Развитие анестезии в XIX – начале XXI вв.
Репин, В. А., Устинов, А. Л., Repin, V. A., Ustinov, A. L.
Anesthesia`s Development in XIX - Early XXI Centuries
Biharmonic Obstacle Problem: Guaranteed and Computable Error Bounds for Approximate Solutions
Apushkinskaya D.E., Repin S.I.
Две дороги – два пути: Марк Шагал и Илья Репин в Витебске
Подлужный, Н. С., Лагош, Е. И., Забаровский, Д. Н.
artists were born or worked here. Among them are such well-known as I. E. Repin, I. Peshka, I. Khrutsky, T
Prospects of using regenerative medicine technologies in the treatment of Peyronie’s disease
Epifanova M.V., Gvasalia B.R., Esipov A.V., Kochetov A.G., Galitskaya D.A., Artemenko S.A., Repin A.M.
Peyronie’s disease is characterized by an inflammatory reaction under the tunica albuginea
Немецкий язык. Дискурсивная практика: Изобразительное искусство
Богатко, Е.В., Каребо, О.Н.
НАДЕЖНЫЙ АПОСТЕРИОРНЫЙ КОНТРОЛЬ ТОЧНОСТИ РЕШЕНИЙ ЗАДАЧ ОБ ИЗГИБЕ ПЛАСТИН РЕЙССНЕРА-МИНДЛИНА
Фролов Максим Евгеньевич
of boundary conditions. As a particular case, the majorant involves functionals, previously obtained with S

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