MATHEMATICAL MODELING OF CLIMATE CHANGE PROCESSES
Received: 2026-05-20
Published: 2026-06-06
Abstract
This article studies the theoretical and practical aspects of mathematical modeling of global climate change processes. The increase in the concentration of carbon dioxide (CO₂) in the atmosphere, the increase in global temperature, the melting of glaciers, and changes in ecological systems are analyzed on the basis of differential equations and mathematical models. The article discusses the structure of mathematical models describing climate processes, their physical content, and their significance in forecasting. It also considers methods for expressing atmospheric processes using ordinary and partial differential equations, and analyzes the possibilities of assessing the future ecological state through mathematical modeling. The results of the study show that mathematical modeling methods are an important scientific tool for in-depth study of the causes and consequences of climate change.
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