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In geometry, a pseudosphere or tractricoid is the result of revolving a tractrix about its asymptote. It has constant negative Gauss curvature, except at the cusp, and therefore is locally isometric to a hyperbolic plane (everywhere except for the cusp). Differential geometry Surfaces

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Pseudosphere Cusp Geometry Constant Revolving Negative

Topics: Pseudosphere Cusp Geometry Constant Revolving Negative Result...

PseudosphereIn geometry, a pseudosphere or tractricoid is the result of revolving a tractrix about its asymptote. It has constant negative Gauss curvature, except at the cusp, and therefore is locally isometric to a hyperbolic plane (everywhere except for the cusp).  


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