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Degrees of categoricity of computable structures
Fokina E., Kalimullin I., Miller R.
Defining the degree of categoricity of a computable structure M to be the least degree d for which
Model and Method for Optimizing Computational Processes in Parallel Computing Systems
Anisimov V.G., Zegzhda P.D., Anisimov E.G., Saurenko T.N., Kasatkin V.V.
Abstract: The paper proposes a model and a method for optimizing computational processes
Computer research of the controlled models with migration flows
Demidova A.V., Druzhinina O.V., Masina O.N., Petrov A.A.
of computer modeling of ecological, demographic and socio-economic systems, as well as in the problems
Features of concrete creep numerical modeling in the calculation of building structures
Sidorov V.N., Nowak K.
The paper presents a study and justification of the concrete creep computational model for use
A Computational Model of Some Key Socially Significant Processes
Fursov V.V., Ananyev A.V., Ananishnev V.M., Tkachenko A.V., Osmolovskaya S.M., Berestova L.I., Frolova T.N.
This work deals with the tasks and relevance of mathematical computer modeling of biological
Comparative power of quantum and classical computation models
Ablayev F.
In the talk we present results on comparitve power of classical and quantum computational models
Hydrology@Home: A distributed volunteer computing framework for hydrological research and applications
Agliamzanov R., Sit M., Demir I.
© IWA Publishing 2020. Web-based distributed volunteer computing enables scientists to constitute
Method for optimizing the shell of open pit mines based on parallel computing
Petrov, D. V., Mikhelev, V. M., Petrova, E. V.
accurate block model of the ore deposit requires more computationally complex calculation process
Computer research of nonlinear stochastic models with migration flows
Demidova A.V., Druzhinina O.V., Masina O.N., Tarova E.D.
in the construction of high dimension dynamic models in the course of analytical research. Computer research allows
Computer modelling of material objects’ structure. Part III. Clustering of nucleon systems
Bondarev, V. G., Migal, L. V.
Computer modelling of material objects’ structure. Part III. Clustering of nucleon systems

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