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Learn Differential Equations, earn certificates with free online courses from MIT, University of Pennsylvania, Johns Hopkins, Georgia Tech and other top universities around the world. Read reviews to decide if a class is right for you.
This tutorial contains excerpts from Elizabeth Bradley's Nonlinear Dynamics course.
Write Python code to find numerical solutions to systems of differential equations. The models you create will fight wildfires, bring spaceships back to earth, and more!
Dive into the world of 1st and 2nd order differential equations with this comprehensive online program. Expect 4-5 hours of engaging content covering key definitions, methods, and theories.
Explore the numerical solution of differential equations with Oxford University's 3rd year lecture. Learn through scientific and engineering applications, with less than 1 hour of material.
Explore asymptotic Hodge theory and its connection to mirror symmetry in this less than 1-hour lecture by Matt Kerr from the University of Miami.
Embark on an amazing mathematical journey in 24 intellectually stimulating and visually engaging half hour lectures.
Master differential equations with Math at Andrews, dedicating 4-5 hours weekly to grasp complex mathematical concepts.
Dive into Differential Equations with Professor Leonard in this 35-hour study, exploring their real-life applications, from basic integration to population models.
The language of change, for nonlinear and coupled systems.
Go on a grand tour of differential equations and get the hands-on experience needed to master the essentials.
The hardest question on the hardest calc 3 test. What is a PDE?. What are the methods used to solve the PDE? What is the formula for the equation for wave equation?. How do you solve the equations for PDEs? How do they work? What are they called?
Laplace equation. Laplace Derivation.Laplace Applications.Dominated Convergence Theorem.Polar Coordinates Formula.Normal Derivative.Integrate by parts like a pro. Poisson formula on half plane.Poisson Formula on a ball. Calculus of Variations.
Master differential equations with Dr. Gajendra Purohit's comprehensive 23-hour program. Learn various methods, solve ODEs numerically, and explore Bessel's and Legendre's functions.
Learn to verify solutions to differential equations and understand the Existence & Uniqueness Theorem with blackpenredpen. Expect 1-2 hours of material.
Master separable differential equations in under an hour with blackpenredpen's focused and example-rich program.
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