Tag Archives: differential geometry

points and geodesics in the pseudosphere


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maps inter surfaces


carrying patterns on a surface (Monge's like) to the 2-sphere

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surf-fields: tangent and non-tangent


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Filed under geometry, math, multilinear algebra

four geodesics in the band


on the right of this post you can see 4 (approximately) geodesics in the mobius strip, one is transversal to the core curve and the others (three)  begin at that transversal… One almost can see that all geodesics in the surface have curvature but without 3d torsion… would it be a theorem?  

Rendered with Mathematica-6.

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Filed under fiber bundle, multilinear algebra, topology

a GPS for a surface to do calculus on it


 

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