Let r be a surface defined by r(u,v)= (uv, u+v, u²v) in the domain 0≤ u≤ 1, 0≤ v≤ 1, consider the differential form ω= xydx ^ dy +(y-y) dy ^ dz find

To find the pullback of the differential form ω under the surface parameterization r(u, v), we need to calcul...

Resuelto Let r be a surface defined by r(u,v)= (uv, u+v, u²v)

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Pregunta: Let r be a surface defined by r(u,v)= (uv, u+v, u²v) in the domain 0≤ u≤ 1, 0≤ v≤ 1, consider the differential form ω= xydx ^ dy +(y-y) dy ^ dz find
Let r be a surface defined by r(u,v)= (uv, u+v, u²v) in the domain 0≤ u≤ 1, 0≤ v≤ 1, consider the differential form ω= xydx ^ dy +(y-y) dy ^ dz find
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Paso 1
To find the pullback of the differential form $ω$ under the surface parameterization $r (u, v),$ we need to calcul...
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Paso 2
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