If u and v are continuous and differentiable functions of two independent
variables x and y then the Jacobian of u, v w.r.t. x andy is
au
ди
ax
дх
ах
av
(а)
дх
ди
ди
ди
(c)
ду ду
ди
|ду
ду
до |
ди
дх
ду
(b)
ах
ди
ди
ду
ду
ду
(d)
ди
ду
lay
ди
ах
ах
av
SEE
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