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Vladimir M. Bulavatskiy
V. M. Glushkov Institute of Cybernetics of National Academy of Sciences of Ukraine, Kiev, Ukraine
Obtenga más información sobre el autor en el Directorio de Especialistas
Articles
Mathematical Modeling of Filtrational Consolidation of Soils under Motion of Saline Solutions on the Basis of Biparabolic Model
Vol. 35 '2003
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Journal of Automation and Information Sciences
Mathematical Modeling of Filtration Consolidation with Considering the Presence of Concentration Gradient
Vol. 37 '2005
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Journal of Automation and Information Sciences
Mathematical Modeling of Processes of Filtration Consolidation with Accounting Relaxation Phenomena
Vol. 38 '2006
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Journal of Automation and Information Sciences
Mathematical Modeling of Dynamics of Consolidation Process on the Basis of System Approach
Vol. 39 '2007
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Journal of Automation and Information Sciences
Mathematical Modeling of Process of Filtration Consolidation of Saturated with Binary Saline Solutions Porous Media under Conditions of Relaxation Filtration
Vol. 40 '2008
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Journal of Automation and Information Sciences
Mathematical Modeling of Dynamics of Some Distributed Time-Space Consolidation Processes
Vol. 41 '2009
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Journal of Automation and Information Sciences
Mathematical Modeling of the Dynamics of Distributed Time-space Process of the Convective Diffusion of the Binary Mixture under Conditions of Mass Exchange
Vol. 41 '2009
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Journal of Automation and Information Sciences
Approximate Solution of One Dynamic Problem of Geoinformatics
Vol. 42 '2010
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Journal of Automation and Information Sciences
On a Nonisothermal Consolidation Mathematical Model of Geoinformatics
Vol. 42 '2010
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Journal of Automation and Information Sciences
On an Unconventional Mathematical Model of Geoinformatics
Vol. 42 '2010
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Journal of Automation and Information Sciences
Mathematical Model of Geoinformatics for Investigation of Dynamics for Locally Nonequlibrium Geofiltration Processes
Vol. 43 '2011
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Journal of Automation and Information Sciences
Some Mathematical Models of Geoinformatics for Describing Mass Transfer Processes under Time-Nonlocal Conditions
Vol. 43 '2011
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Journal of Automation and Information Sciences
Mathematical Modeling of Dynamicsof the Process of Filtration Convective Diffusion under the Condition of Time Nonlocality
Vol. 44 '2012
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Journal of Automation and Information Sciences
On One Geoinformation Fractional Differential Model of the Variable Order
Vol. 44 '2012
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Journal of Automation and Information Sciences
One Generalization of the Fractional Differential Geoinformation Model of Research of Locally-nonequilibrium Geomigration Processes
Vol. 45 '2013
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Journal of Automation and Information Sciences
Simulation of Dynamics of Some Locally Nonequilibrium Geomigration Process on the Basis of a Fractional-differential Geoinformation Model
Vol. 45 '2013
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Journal of Automation and Information Sciences
Mathematical Modeling of Consolidation Dynamics on the Basis of Fractional-Differential Approach
Vol. 46 '2014
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Journal of Automation and Information Sciences
Mathematical Models with a Control Function for Investigation of Fractional-differential Dynamics of Geomigration Processes
Vol. 46 '2014
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Journal of Automation and Information Sciences
The Numerically Analytical Solutions of Some Geomigratory Problems within the Framework of Fractional-differential Mathematical Models
Vol. 46 '2014
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Journal of Automation and Information Sciences
On the Modeling of Fractional-Differential Dynamics of Some Processes of Relaxational Filtration
Vol. 47 '2015
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Journal of Automation and Information Sciences
On Mathematical modeling of Fractional-Differential Dynamics of Flushing Process for Saline Soils with Parallel Algorithms Usage
Vol. 48 '2016
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Journal of Automation and Information Sciences
Some Modeling Problems of Fractional-Differential Geofiltrational Dynamics within the Framework of Generalized Mathematical Models
Vol. 48 '2016
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Journal of Automation and Information Sciences
Mathematical Modeling of Fractional-Differential Dynamics of Process of Filtration-Convective Diffusion of Soluble Substances in Nonisothermal Conditions
Vol. 49 '2017
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Journal of Automation and Information Sciences
Computer Simulation Based on Non-local Model of the Dynamics of Convective Diffusion of Soluble Substances in the Underground Filtration Flow under Mass Exchange Conditions
Vol. 51 '2019
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Journal of Automation and Information Sciences
On a New Analog of the Biparabolic Evolution Equation with Conformable Fractional Derivatives
Vol. 52 '2020
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Journal of Automation and Information Sciences
Problems of Fractional Differential Dynamics of Convective Mass Transfer and Mass Exchange During Two-Dimensional Geofiltration
Vol. 52 '2020
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Journal of Automation and Information Sciences
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