Structural Geometric Topology by Albert P. Carpenter

Home » Topology, Geometric Topology, Low Dimensional Topology » Discrete Low Dimensional Geometric Topology

Discrete Low Dimensional Geometric Topology

 

PLEASE GO TO THE METHODOLOGY SECTION TO SEE HOW THESE OBJECTS WERE CONCEIVED.

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Star Mobius strip (Side View)DSC00515

Star Mobius strip (Top View)

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Monocyclic Mobius Strip

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Knotted Mobius Strip (#1)

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Monocyclic Annulus (#1)

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Tricyclic Link (aka Borromean Rings)

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Tetracyclic Sieve (left) Knotted Mobius Strip (#2) (right)

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Knotted Mobius strip (#3)

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Pentacyclic Sieve (left) Knotted Mobius Strip (#4) (right)

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Heptacyclic Sieve (left) Knotted Mobius strip (right)

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Star Flake Sieve (left) Knotted Mobius strip with Link (right)

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Hexacyclic Sieve (left) Pentafoil Mobius strip (right)

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Hexacyclic Sieve (left) Knotted Mobius strip (#5) (right)

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Tridecacyclic Sieve (left) Link (#1) (right)

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Star Mobius Strip #2

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Genus 11 Sieve

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Link (#2)

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Knotted Mobius strip (#6)

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Trideca Sieve (#1)

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Trideca Sieve (#2)

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Chiral Pinwheel Annuli

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Complimentary Sieve

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Monocyclic Annulus (#2)

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Monocyclic Annulus (#3)

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Heptacyclic Sieve (#2) Knotted Mobius strip (#7)

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Tight Cubic Trefoil Knot

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Pointal Trefoil Knot

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Cubic Borromean Handlebody (in 3 space)

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Linear Knot

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Polygonal Borromean Sieve (in 3 space)

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Polygonal Sieve – 4 Intersecting Annuli (in 3 space)

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Tight Cubic Borromean Rings (in 3 space)

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Linear Mobial Structure

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Pointal Mobial Structure

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Tight Mobius Strip

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Polygonal Sieve – 6 Intersecting Annuli (in 3 space)

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Tight Polygonal Borromean Link

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Tight Cubic Monocycle

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Pointal Torus

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Tight Polygonal Trefoil Knot

 

 

 

 

 

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