- #1
Gavroy
- 235
- 0
I have a question about calculus of variation.
does anybody here know a proof for the chain rule:
[tex]\delta S= \frac{dS}{dx} \delta x[/tex]
and for the formulation:
[tex]\delta S= p \delta x[/tex]
=> [tex]\frac{dS}{dx}= p [/tex]
it would be totally sufficient, if anyone here knows(e.g. a weblink) where one could see this proof.
does anybody here know a proof for the chain rule:
[tex]\delta S= \frac{dS}{dx} \delta x[/tex]
and for the formulation:
[tex]\delta S= p \delta x[/tex]
=> [tex]\frac{dS}{dx}= p [/tex]
it would be totally sufficient, if anyone here knows(e.g. a weblink) where one could see this proof.