Differential Equations Courses and Certifications

Neso Academy

Laplace Transform - Chapter 8 - Signals and Systems

Master Laplace Transform fundamentals, properties, ROC analysis, and problem-solving techniques for signals and systems applications in engineering.

• YouTube
• 5 hours 24 minutes
• Self-Paced
• Free Video

Kinematics of fluids

3 ratings at OpenLearn

This free course examines the basic kinematics of two-dimensional fluid flows. Section 1 introduces the differential equations for pathlines and streamlines. Section 2 introduces a scalar field, ...

• OpenLearn
• 16 hours
• Self-Paced
• Free Certificate

Valence Labs

Score-based Generative Modeling of Graphs via the System of Stochastic Differential Equations

Explore score-based generative modeling for graphs using stochastic differential equations. Learn about graph diffusion, forward and reverse processes, and applications in molecule generation.

• YouTube
• 1 hour 7 minutes
• Self-Paced
• Free Video

Theoretical Classical Mechanics: From Beginner to Expert

354 ratings at Udemy

Theory & Examples: Kinematics, Dynamics, Differential Equations (Including Maths & Python3), Lagrangian & Hamiltonian

• Udemy
• 23 hours 12 minutes
• Self-Paced
• Paid Course

Classical Physics: Journey Through the Laws of the Universe

352 ratings at Udemy

Peer beneath the surface of reality, understand how the universe works, and develop physics apps that make a difference!

• Udemy
• 20 hours 18 minutes
• Self-Paced
• Paid Course

Numerical Computations in MATLAB

258 ratings at Udemy

Including Root Finding, Linear Algebra, Curve Fitting, Numerical Integration, Differential Equations and Optimization

• Udemy
• 4 hours 26 minutes
• Self-Paced
• Free Online Course

Wolfram

Neural Networks for Solving Partial Differential Equations - Theory and Applications

1 rating

Discover how neural networks revolutionize solving partial differential equations, focusing on advanced methodologies and applications in high-dimensional problems.

• YouTube
• 25 minutes
• Self-Paced
• Free Video

Finite Element Method (FEM) Analysis and Applications

The main content of this course includes: fundamental mathematics and mechanics method, basic properties of the finite element method

• XuetangX
• Self-Paced
• Free Online Course

Hausdorff Center for Mathematics

Multilevel Monte Carlo Methods for Random Differential Equations - Part III

Explore advanced Multilevel Monte Carlo techniques for solving random differential equations with uncertainty, covering optimization and data assimilation applications.

• YouTube
• 1 hour 4 minutes
• Self-Paced
• Free Video

Hausdorff Center for Mathematics

Multilevel Monte Carlo Methods for Random Differential Equations - Part IV

Master Multilevel Monte Carlo techniques for random differential equations, focusing on PDE optimization under uncertainty and sequential data assimilation applications.

• YouTube
• 1 hour 23 minutes
• Self-Paced
• Free Video

Hausdorff Center for Mathematics

Multilevel Monte Carlo Methods for Random Differential Equations - Part I

Discover multilevel Monte Carlo methods for solving random differential equations with uncertainty in model parameters and stochastic fluctuations.

• YouTube
• 1 hour 10 minutes
• Self-Paced
• Free Video

Hausdorff Center for Mathematics

Multilevel Monte Carlo Methods for Random Differential Equations - Part II

Explore advanced Multilevel Monte Carlo techniques for solving random differential equations, covering PDE optimization under uncertainty and sequential data assimilation applications.

• YouTube
• 1 hour 28 minutes
• Self-Paced
• Free Video

Stony Brook Mathematics

Non-uniqueness in the Partial Differential Equations of Fluid Dynamics

Explore instability and non-uniqueness in fluid dynamics equations, focusing on recent advancements in Euler and Navier-Stokes equations and their implications for unpredictability.

• YouTube
• 1 hour 1 minute
• Self-Paced
• Free Video

Fields Institute

Anamnesic Neural Differential Equations with Orthogonal Polynomial Projections

Explore innovative neural differential equations using orthogonal polynomial projections for enhanced machine learning in dynamical systems.

• YouTube
• 24 minutes
• Self-Paced
• Free Video

USC Probability and Statistics Seminar

Set-Valued Martingales and Backward Stochastic Differential Equations - Lecture

Explore set-valued backward stochastic differential equations and martingale representation, connecting dynamic risk measures to advanced probability theory concepts.

• YouTube
• 1 hour 3 minutes
• Self-Paced
• Free Video