Differential Equations

What are differential equations? 

Differential equations arise from real-world problems and problems in applied mathematics. When mathematics is applied to real-world problems, it is often the case that finding a relation between a function and its rate of change is easier than finding a formula for the function itself; it is this relation between an unknown function and its derivatives that produces a differential equation.

For examples, using differential equations, biologists study population growths, physicists study spring mass motion, engineers study electrical circuits, epidemiologists study how viruses spread, etc.

I found that differential equations are fascinating in how one can use mathematics to describe and study some natural phenomenons, including how human brain works. I hope that you will find this class interesting and useful for your future career.

This course is designed as a FLIPPED DFQ course.

In a traditional class, students come to class to listen to lectures, and do practices outside of classroom on their own schedule. In a flipped class flips that model by letting students watch video lectures on their own schedule and do practices in class with the instructor and their peers.
Visit this website if you’d like to learn more about the effectiveness of flipped classroom.