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Explore the development of singular perturbation theory for linear ordinary differential equations in this 22-minute conference talk presented at ICBS2025 by Abubakir Dzhuraev from BIMSA. Delve into advanced mathematical concepts and theoretical frameworks that address the behavior of differential equations containing small parameters, examining how these perturbations affect solution structures and asymptotic behaviors. Gain insights into the mathematical techniques and methodologies used to analyze systems where small parameters can lead to significant changes in solution characteristics, making this presentation valuable for researchers and advanced students working in applied mathematics, differential equations, and related fields.
