I need help with Riemannian Geometry, please!
Let H2 = {y > 0} ⊂ R2 be the upper
half-plane with metric g = 1/y (dx ⊗ dx + dy ⊗ dy). Prove that
the upper half-plane with this metric is not complete.
I need help with Riemannian Geometry, please! Let H2 = {y > 0} ⊂ R2 be the upper half-plane with metric g = 1/y (dx ⊗ dx
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answerhappygod
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I need help with Riemannian Geometry, please! Let H2 = {y > 0} ⊂ R2 be the upper half-plane with metric g = 1/y (dx ⊗ dx
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