Differential Equations

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Differential Equations (saylor.org) Saylor Academy
Saylor.org

Differential Equations (saylor.org)

Discover the power of Differential Equations with our in-depth online course. From basic concepts to advanced problem-solving techniques, this course will equip you with the skills needed to tackle complex mathematical models and understand how they describe natural phenomena and physical systems.

Legacy Course
Self-Paced
Introduction to Engineering Mathematics with Applications (edX) EdX
University of Texas at Arlington,UTArlingtonX

Introduction to Engineering Mathematics with Applications (edX)

Discover the crucial role of mathematics in engineering with our beginner-friendly course, Introduction to Engineering Mathematics with Applications. Designed for high school students and college freshmen, this course breaks down complex math concepts into manageable parts, focusing on their application in engineering problem-solving. Learn essential mathematical principles and develop practical skills that are vital for a successful career in engineering.

No sessions available
5-12 Weeks
Complex Analysis with Physical Applications (edX) EdX
NUST MISIS,MISISx

Complex Analysis with Physical Applications (edX)

Dive into the world of Complex Analysis with Physical Applications, an edX course designed for graduate students eager to master advanced mathematical techniques essential for solving complex differential equations and special functions encountered in various fields such as physics and material science. This course will equip you with a profound understanding of methods used to tackle intricate problems.

No sessions available
5-12 Weeks
Optimal Stopping Problems (IST) MOOC Técnico
Instituto Superior Técnico, Universidade de Lisboa

Optimal Stopping Problems (IST)

Dive into the world of optimal stopping problems with our specialized online course. Designed for those interested in financial mathematics, this course will teach you how to effectively solve complex decision-making scenarios using the Hamilton-Jacobi-Bellman (HJB) approach. Whether you're a student, professional, or enthusiast, this course provides valuable insights into making informed and optimal decisions.

No sessions available
5-12 Weeks