IJ
IJCRM
International Journal of Contemporary Research in Multidisciplinary
ISSN: 2583-7397
Open Access • Peer Reviewed
Impact Factor: 5.67

International Journal of Contemporary Research In Multidisciplinary, 2022;1(1):62-67

Ordinary Differential Equations: Theory, Methods, and Applications

Author Name: Anil Kembhavi;   Dr. Rajeev Kumar;  

1. Research Scholar, Department of Mathematics, Sunrise University, Alwar, Rajasthan, India

2. Associate Professor, Department of Mathematics, Sunrise University, Alwar, Rajasthan, India

Paper Type: research paper
Article Information
Paper Received on: 2022-11-22
Paper Accepted on: 2022-12-05
Paper Published on: 2022-12-27
Abstract:

Ordinary Differential Equations (ODEs) form a critical part of mathematical modeling in physical, biological, and social sciences. They describe how quantities change over time or space and serve as foundational tools in both theoretical and applied mathematics. This paper presents an overview of the theory behind ODEs, common analytical and numerical solution methods, classifications, and applications in real-world systems. Emerging trends in the analysis and application of ODEs are also discussed.

Keywords:

Ordinary Differential Equations, initial value problems, analytical methods, numerical methods, applications

How to Cite this Article:

Anil Kembhavi,Dr. Rajeev Kumar. Ordinary Differential Equations: Theory, Methods, and Applications. International Journal of Contemporary Research in Multidisciplinary. 2022: 1(1):62-67


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