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15
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fundamental domain of a genus 2 closed surface in the upper half plane

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#differential-geometry #surfaces #hyperbolic-geometry
64
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Proving a set is a regular surface using inverse function theorem

Published on
#real-analysis #surfaces #inverse-function-theorem
53
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Prove that the image of a regular parametrization is open in the surface

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#general-topology #differential-geometry #surfaces
58
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Not primitive and not a multiple closed curve

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#algebraic-topology #surfaces #hyperbolic-geometry #low-dimensional-topology
96
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Can projective Hypersurfaces of different degrees be isomorphic?

Published on
#algebraic-geometry #surfaces
76
Views

Does a regular parametric surface has a canonical reparametrrization?

Published on
#differential-geometry #curves #surfaces #curvature #reparameterization-trick
108
Views

Cohomology of an elliptic surface with section

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#algebraic-geometry #surfaces #elliptic-curves #group-cohomology #derived-functors
91
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Why is the minimal surface of revolution not a cylinder?

Published on
#area #surfaces #calculus-of-variations #minimal-surfaces
63
Views

Inverse of parametrization for a smooth surface

Published on
#multivariable-calculus #differential-geometry #surfaces #parametrization
66
Views

Normal unit vector of shape operator

Published on
#differential-geometry #vector-analysis #curves #surfaces #vector-fields
65
Views

Is the mapping class group of a surface virtually torsion-free?

Published on
#group-theory #surfaces #geometric-topology #mapping-class-group
130
Views

The length of shortest curve dividing topological sphere into two parts of same area

Published on
#riemannian-geometry #surfaces #spherical-geometry #metric-geometry
92
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When does the shape operator commutes with a differential?

Published on
#differential-geometry #riemannian-geometry #surfaces #curvature #tangent-bundle
90
Views

Metrics with unit volume form on a Riemannian surface

Published on
#differential-geometry #riemannian-geometry #surfaces
58
Views

Why can't we use discs with 'slanted edges' when calculating the volume of a solid of revolution?

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#calculus #integration #volume #surfaces #solid-of-revolution

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