Description:

Learn about the calculus of variations, a field of mathematics that deals with maximizing or minimizing functionals.

Key Highlights:

• Introduction to functionals and variational problems
• Euler-Lagrange equations and their applications
• Optimality conditions and boundary value problems

What you will learn:

• Functionals and Variational Problems
  Understand the concept of functionals and learn how to formulate variational problems.
• Euler-Lagrange Equations
  Explore the Euler-Lagrange equations and their significance in the calculus of variations.
• Optimality Conditions
  Study optimality conditions for variational problems and apply them to real-life scenarios.