Mathematical Modeling and Supercomputer Technologies - Balandin, Dmitry; Barkalov, Konstantin; Meyerov, Iosif; (ed.) - Prospero Internet Bookshop
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Product details:
ISBN13:9783031804564
ISBN10:3031804562
Binding:Paperback
No. of pages:274 pages
Size:235x155 mm
Language:English
Illustrations: 32 Illustrations, black & white; 69 Illustrations, color
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Mathematical Modeling and Supercomputer Technologies

24th International Conference, MMST 2024, Nizhni Novgorod, Russia, November 18?21, 2024, Revised Selected Papers
 
Publisher: Springer
Date of Publication:
Number of Volumes: 1 pieces, Book
 
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Long description:

This book constitutes the refereed proceedings of the 24th International Conference on Mathematical Modeling and Supercomputer Technologies , MMST 2024, held in Nizhni Novgorod, Russia, during November 18?21 2024.



The 17 full papers and 3 short papers included in this book were carefully reviewed and selected from 39 submissions. They were organized in topical sections as follows: artificial intelligence and supercomputer simulation; computing in optimization and optimal control; computational methods for mathematical models analysis.

Table of Contents:

.- Artificial intelligence and supercomputer simulation.



.- Tools for Constructing Production Digital Twin Models Based on an Algebraic Approach and a Graphical State Language Extended by Functional and Operational Semantics.



.- The Comparison of Meta-Heuristic and Reinforcement Learning Approach to Implement a Given Qubit Logic



.- Modelling of a Quantum System Dynamics in an Instantaneous Basis.



.- Evaluating Perceived Complexity of Process Models from a Targeted Survey of Healthcare Domain Specialists.



.- Constructing Author Closeness Networks Using SCOPUS Bibliometric Data.



.- Optimizing Deep Learning Inference on RISC-V Platforms within the OpenVINO Toolkit.



.- Computing in optimization and optimal control.



.- Multicriteria Selection of Parameters of Multi-Pulse Strongly Nonlinear Dynamic Systems.



.- Assessing Diversity in Global Optimization Methods.



.- Data Reconciliation and Monitoring in Gasoline Blending Applications.



.- The COPRAS Method with Interval Weights.



.- Optimal Control of Quasi-Stationary Electromagnetic Fields.



.- Computational methods for mathematical models analysis.



.- Comparison of Different Models for Simulation of Ice Destroyed Zones During the Low-Speed Impact.



.- One-dimensional Boundary Value Problems of Nonlinear Diffusion Theory.



.- New simple Lie algebras found by computer and non-alternating Hamiltonian algebras.



.- Justification and Implementation of the Galerkin Method for Solving Non-Classical Mathematical Problems of the Atmospheric Electricity Theory.



.- Mathematical Modeling of the Dynamics of Elastic Elements of Mechanical Engineering Structures Carrying Moving Distributed Loads.



.- Numerical Modeling of Low-Velocity Impacts on Aircraft Composite Rods.



.- Dynamic Model of a Composite Sectional Design of a Tiltrotor with Two Tilting Propellers.



.- Acoustic Levitation Applied to Tissue Engineering.



.- Numerical Investigation of Initial Small Imperfection Influence on Post-buckling Shape of a Cylindrical Shell in Axial Compression.