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#1
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Re: Quick Math Question - Lagrangian
eh, it so happens I can write f(x,y) as y = j(x) so I can do this now
still curious as to how to do it in general though if anyone knows |
#2
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Re: Quick Math Question - Lagrangian
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#3
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Re: Quick Math Question - Lagrangian
Calculus of variations. You want to find a function such that the functional is minimized.
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#4
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Re: Quick Math Question - Lagrangian
[ QUOTE ]
Calculus of variations. You want to find a function such that the functional is minimized. [/ QUOTE ] this question definitely has to do with lagrange multipliers and not the lagrangian |
#5
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Re: Quick Math Question - Lagrangian
[ QUOTE ]
You mean "Lagrange Multipliers"; link: http://en.wikipedia.org/wiki/Lagrange_multipliers [/ QUOTE ] sweet, that's it |
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