MATHEMATICAL MODELS: A TOOL FOR ENHANCING EDUCATIONAL MANAGEMENT EFFECTIVENESS
Keywords:
Mathematical Models, Educational Management, EffectivenessAbstract
In today’s rapidly evolving educational landscape, making smart and informed decisions is more important than ever—especially in contexts where resources are limited and schools are expected to meet specific performance goals. One powerful tool that enables school administrators and planners to make better choices through data analysis and future forecasting is the mathematical model (MM). This paper explores the role of mathematical models as essential tools for enhancing the effectiveness of educational management. It highlights how these models support evidence-based decision-making, strategic planning, efficient resource allocation, and policy evaluation within educational institutions. As educational systems become increasingly complex and data-driven, the integration of analytical techniques—such as statistical forecasting, linear programming, optimization, and simulation—has become indispensable. These tools empower educational leaders to anticipate trends, make informed decisions, and assess the impact of their managerial actions. One major challenge in applying mathematical modeling to educational management is that many of the models currently in use are adapted from other disciplines and often fail to accurately reflect the unique dynamics of the educational environment. The study concludes that embracing mathematical modeling not only improves operational efficiency and accountability but also fosters evidence-informed leadership and better educational outcomes. Consequently, the paper recommends that further research on mathematical modeling in education is urgently needed to deepen educational managers’ understanding of the system's complexities and to develop models specifically tailored to the needs of educational management.
Downloads
Published
Issue
Section
License
Copyright (c) 2025 International Nexus Multidisciplinary Research Journal

This work is licensed under a Creative Commons Attribution-NonCommercial 4.0 International License.