This article explores challenges in machine learning for mathematical modeling, highlighting implications for productivity gains.
The article considers the challenges and problems of machine learning that arise in supercomputer mathematical modeling of real-world processes and phenomena. Currently, such modeling has become the main tool for obtaining fundamental and applied knowledge, as well as a condition for a significant increase in labor productivity and gross domestic product. The principles of modern predictive modeling based on high-performance computing, artificial intelligence and big data processing are described. The trends in the development of high-tech mathematical and software within the framework of integrated computing environments are analyzed; the latter imply a flexible expansion of the composition of the studied models and applied algorithms, the effective use of external products, adaptation to the evolution of computer platforms focused on a long life cycle. The methodology of machine learning based on the technological cycle is presented, which includes the formation and modification of models, the implementation of a computational experiment with the solution of direct and inverse problems, analysis of the results and decision-making on optimizing activities to achieve the goals.
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V. P. Ilyin (2025) studied this question.
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