Find the Jacobians ∂ x , y / ∂ u , v of the given transformations from variables x , y to variables u , v x = 1 2 u 2 − v 2 , y = u v , ( u and v are called parabolic cylinder coordinates).
Find the Jacobians ∂ x , y / ∂ u , v of the given transformations from variables x , y to variables u , v x = 1 2 u 2 − v 2 , y = u v , ( u and v are called parabolic cylinder coordinates).
Find the Jacobians
∂
x
,
y
/
∂
u
,
v
of the given transformations from variables
x
,
y
to variables
u
,
v
x
=
1
2
u
2
−
v
2
,
y
=
u
v
,
(
u
and
v
are called parabolic cylinder coordinates).
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