Vet Let S = x(U) C E be an elementary surface. Prove that K S HP and deduce that on a minimal elementary surface K(u, v)
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Vet Let S = x(U) C E be an elementary surface. Prove that K S HP and deduce that on a minimal elementary surface K(u, v)
Vet Let S = x(U) C E be an elementary surface. Prove that K S HP and deduce that on a minimal elementary surface K(u, v) < 0 with equality holding if and only if S is a portion of a plane. KO Va) Use to prove that K >0 on the green region, K <0 on the red region and K = 0 on the borderline region.
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