Calculus of Variations and the Functional Derivative

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Chapter 2 - Calculus of Variations
Section 2.1 - Functionals of One Independent Variable

This video is one of a series based on the book:

"Variational Methods with Applications in Science and Engineering," by Kevin W. Cassel

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Thank you for this crystal clear demonstration on the nature of functionals

friedrichwilhelmhufnagel
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Thanks for posting, Kevin! I'm coming to this topic from the field of statistics.

RobertWF
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I think the use of the term ϵ * η(x) is not so clear. What does du / dϵ look like geometrically?

chadwinters
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Does the functional derivative not depend on the x1 and x2 in the integral then?

CC-bysn
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Excuse me, I think it is the Dirac delta distribution instead of the Kronecker delta.

martonzoldy
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