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PreviewIssue DateTitleAuthor(s)
2012A Branch and Bound Method for Optimization Problems with Fuzzy NumbersIemets, O.; Yemets, O.
2001A Classical Solution, Weakened on the Axis, of a Centrally Symmetric Mixed Problem for a Three-Dimensional Hyperbolic Equation in Holder SpacesYurchuk, N.I.; Yashkin, V.I.; Charie Koku
2011A Closed Single-Line Queueing System With Repeated Calls And LossesDragieva, V.
2004A Criterion for Coefficient StabilityLemeshevskii, S. V.; Matus, P. P.; Naumovich, A. R.
2006A criterion for the asymptotic stability of singular differential systems by the linear diagonal approximationKrasovskii, S. G.
2009A Criterion for the Asymptotic Stability of Singular Differential Systemsby the Linear Diagonal ApproximationKrasovskii, S. G.
2012A Framework for Object Detection and Segmentation in Medical Images Using Arbitrary ShapesAlilou, M.; Kovalev, V.
2011A fully-automated nuclear segmentation approach for analysis of cell fluorescent imagesLisitsa, Y.; Yatskou, M.; Apanasovich, N.; Apanasovich, V.
2008A Generalization of Lions’ Theorems to Accretive Operator Coefficients for First-Order Operator-Differential Equations with Variable DomainsLomovtsev, F.E.
2006A Generalization of Lions’ Theory to First-Order Evolution Differential Equations with Smooth Operator Coefficients:Lomovtsev, F. E.
2006A Generalization of the Lions Theory for First-Order Evolution Differential Equations with Smooth Operator Coefficients: IILomovtsev, F. E.
20-Apr-2013A GIS-model of the basement-cover correlation in the Poozerye area of the Polotsk-Kurzeme fault belt in Belarus / D.M. Kurlovich // Геофиз. журн. – 2006. – № 6. – С. 137–138.Kurlovich, Dzmitry
1998A Khintchine-type version of Schmidt's theorem for planar curvesBernik, V.I.; Dickinson, H.; Dodson, M.
Mar-2012A Method of Experimental Study of Friction in a Active SystemShcherbakov, S. S.; Sosnovskii, L. A.; Komissarov, V. V.
1999A method of paired integral equations in the region of laplace transforms for solving nonstationary heat conduction problems with mixed discontinuous boundary conditionsYurchuk, N. I.; Kozlov, V. P.; Mandrik, P. A.
Nov-2012A method of teaching determinantsSokhatsky, F.M.
Nov-2012A Model of Deformation of an Elastic Body with Crack Filled with Compressible LiquidShumelchyk, K.I.
2012A Model of Solving of Pattern Recognition Problems Based on Resolution MethodShut, O.
2009A Mеssbauer experiment in a rotating system on the second order Doppler shift: confirmation of the corrected result by K&#Холмецкий, Александр Леонидович
2010A new local-global principle for quadratic functional fieldsBeniash-Kryvets V.V., Platonov V.P.
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