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Variational Problems with Multiple Scales Form

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in this lecture I'm going to introduce a family of numerical methods that we can call all of them variational methods unfortunately and unlike other lectures in this series you're not going to come away with this lecture with the ability to implement find an element boundary element methodo moments but what I do want to do is give you a framework or a a base to work from so that you can go off and read the books and literature and understand the methods much more easily so that's the purpose of this lecture we're going to start off by giving a quick overview of what variational methods are what their benefits are and then when we get into the meat we have to discuss something called the gurin method and this is the technique that we are going to use it's not the only one but it's the technique that we'll discuss where we'll take a differential equation and convert that to Matrix form much like what we did with finite differences but this is a just a diff

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