surfaces of revolution E. L. Lady Start with a curve given parametriclly in the xz -plane, viz. β(v) = (x(v), 0, z(v)) = (ϕ(v), 0, ψ(v)). Revolving this curve around the z -axis yields a surface which we can describe

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Date: 2001-04-07 05:48:38 Differential geometry of surfaces Curvature Group theory Linear algebra Vector space Darboux frame Linear temporal logic Algebra Mathematics Differential geometry		surfaces of revolution E. L. Lady Start with a curve given parametriclly in the xz -plane, viz. β(v) = (x(v), 0, z(v)) = (ϕ(v), 0, ψ(v)). Revolving this curve around the z -axis yields a surface which we can describe Add to Reading List Source URL: www.math.hawaii.edu Download Document from Source Website File Size: 26,76 KB Share Document on Facebook

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