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Crocheting Bour’s Minimal Surfaces
Hanne Kekkonen
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Corresponding author for this work
Delft Institute of Applied Mathematics (DIAM)
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Article
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Scientific
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Dive into the research topics of 'Crocheting Bour’s Minimal Surfaces'. Together they form a unique fingerprint.
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Mathematics
Klein Bottle
100%
Minimal Surface
100%
Manifold
100%
Hyperbolic Plane
66%
Negative Gaussian Curvature
33%
Sphere
33%
Mathematics
33%
Number
33%
Approximation
33%
Points
33%
Crum Brown
33%
Mathematical Modeling
33%
Complex Pattern
33%
Constant
33%
Late Nineteenth
33%
Arts and Humanities
crochet
100%
Paper
25%
Model
25%
Bottle
25%
Knitting
16%
Height
16%
Technique
8%
1970s
8%
Brown
8%
Approximation
8%
Scientific models
8%
Late Nineteenth Century
8%
Chemist
8%
Comprehension
8%
Regular
8%
Process
8%
scarf
8%
INIS
surfaces
100%
shape
45%
height
18%
increasing
9%
symmetry
9%
mathematical models
9%
spheres
9%
people
9%
approximations
9%
mathematics
9%
Keyphrases
Crochet
100%
Klein Bottle
25%
Hyperbolic Plane
16%
Seifert Surface
8%
Negative Gaussian Curvature
8%
Mathematical Processes
8%
Regular Surfaces
8%
Freestyle
8%