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Introduction to the calculus of variations
Introduction to the calculus of variations

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Learning outcomes

After studying this course, you should be able to:

  • understand what functionals are, and have some appreciation of their applications

  • apply the formula that determines stationary paths of a functional to deduce the differential equations for stationary paths in simple cases

  • use the Euler-Lagrange equation or its first integral to find differential equations for stationary paths

  • solve differential equations for stationary paths, subject to boundary conditions, in straightforward cases.