Solving the World through Equations

Author(s)	P. Ramulu, T. Rajeshwari
Country	India
Abstract	Differential equations are fundamental tools in understanding and modeling the natural and engineered world. From describing the motion of celestial bodies to predicting population growth, and from simulating climate change to optimizing economic systems, these equations serve as the mathematical language of change and continuity. This paper explores the diverse and impactful applications of differential equations across multiple disciplines, including physics, biology, engineering, and economics. It highlights how ordinary and partial differential equations translate real-world phenomena into solvable mathematical problems, offering insights, predictions, and control strategies for complex systems. By bridging theory with practice, differential equations not only deepen our scientific understanding but also empower us to solve critical challenges facing society. Through this exploration, the paper underscores the indispensable role of mathematics in shaping and solving the world around us.
Keywords	Differential Equations, Mathematical Modelling, Real-world Applications, Predictive Analysis, Applied Mathematics
Published In	Conference / Special Issue (Volume 7 \| Issue 5) - One Day National Seminar on “Computational Science: The Intersection of Math, Physics, Chemistry and Computer Science” (SVGASCA-2025) (October 2025)
Published On	2025-10-08
DOI	https://doi.org/10.36948/ijfmr.SVGASCA-2025.1103
Short DOI	https://doi.org/g9543g

About IJFMR Fees & Payment Current Issue Publication Archive	Submit Research Paper Track Submission Status Publication Guidelines Publication Ethics Peer Review & Plagiarism	Join as a Reviewer Editors & Reviewers Reviewer Referral Program Get Reviewer Membership Certi.	Website/Journal Policies Usage Policy Content Policies Privacy Policy

Contact Us		+91-9687-828-838	editor@ijfmr.com

International Journal For Multidisciplinary Research