Let $f(u,v), g(u,v)$ be two smooth functions of two variables.
I'm trying to find a general solution to this partial equition: $$f_u\cdot g_v-f_v\cdot g_u=Const. $$
($f_u = \dfrac{\partial f}{\partial u}$)
Let $f(u,v), g(u,v)$ be two smooth functions of two variables.
I'm trying to find a general solution to this partial equition: $$f_u\cdot g_v-f_v\cdot g_u=Const. $$
($f_u = \dfrac{\partial f}{\partial u}$)
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