Mathematical Modeling and Supercomputer Technologies
24th International Conference, MMST 2024, Nizhni Novgorod, Russia, November 18–21, 2024, Revised Selected Papers

Edited by Iosif Meyerov,Konstantin Barkalov,Dmitry Balandin

ISBN13: 9783031804564

Imprint: Springer International Publishing AG

Publisher: Springer International Publishing AG

Format: Paperback / softback

Published: 31/03/2025

Availability: Not yet available

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.
.- 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.
  • Computer hardware
  • Supercomputers
  • Maths for computer scientists
  • Postgraduate, Research & Scholarly
  • Professional & Vocational
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