L6a4 Further Notes and Views: Difference between revisions

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{|
{|
|- valign=top
|- valign=top
{{Knot View Template|
image = Borromeanrings.png |
⚫
text = Classic-type Borromean rings diagram with color-coded circles}}
{{Knot View Template|
image = Borromean rings San Pancrazio, Florence.jpg |
text = Medieval-style representation of the Borromean rings, used as an emblem of Lorenzo de Medici in San Pancrazio, Florence[http://www.liv.ac.uk/%7Espmr02/rings/medici.html]}}
{{Knot View Template|
{{Knot View Template|
image = BorromeanRings 3L6a4-C.jpg|
image = BorromeanRings 3L6a4-C.jpg|
text = a kolam with 3 cycles
text = A kolam with 3 cycles
[http://www.scipress.org/journals/forma/frame/22.html]}}
[http://www.scipress.org/journals/forma/frame/22.html]}}
{{Knot View Template|
{{Knot View Template|
image = 6a4Borromean_160.jpg |
image = Coat of arms of the House of Borromeo.png |
text = A version of the coat of arms of the Borromeo family}}
⚫
text = A Borromean link by Dylan Thurston [http://www.math.toronto.edu/~drorbn/Gallery/KnottedObjects/Borromean.html]}}
⚫
|- valign=top
{{Knot View Template|
{{Knot View Template|
image = 6a4WinchesterBorromean_160.jpg |
image = 6a4Colombo_160.jpg |
text = A "Borromean" bathroom tile (actually the Diane de Poitiers three crescents emblem) [http://www.math.toronto.edu/~drorbn/Gallery/KnottedObjects/WinchesterBorromean.html]}}
text = The Colombo Mall in Lisboa [http://www.math.toronto.edu/~drorbn/Talks/Oporto-0407/KnotsInLisboa.html]}}
{{Knot View Template|
{{Knot View Template|
image = 6a4BorromeanRattle_160.jpg |
image = BorromeanRings-Trinity.png |
⚫
text = The Borromean rings as a symbol of the Christian Trinity (based on a 13th-century French manuscript)}}
⚫
text = A Borromean rattle by Sassy [http://www.math.toronto.edu/~drorbn/Gallery/KnottedObjects/BorromeanRattle.html]}}
{{Knot View Template|

image = Valknut-Symbol-borromean.png |
text = One version of the Germanic "Valknut"}}
{{Knot View Template|
image = Hallsberg-coatofarms-Borromean-locks.gif |
⚫
text = Coat of arms of Hallsberg, Sweden, with padlocks in Borromean configuration}}
|- valign=top
|- valign=top
{{Knot View Template|
image = 6a4WinchesterBorromean_160.jpg |
text = A "Borromean" bathroom tile (the Diane de Poitiers three interlaced crescents emblem) [http://www.math.toronto.edu/~drorbn/Gallery/KnottedObjects/WinchesterBorromean.html]}}
{{Knot View Template|
image = Borromean-three-rectangles-in-icosahedron.jpg |
text = Rectangles in three dimensions}}
{{Knot View Template|
{{Knot View Template|
image = 6a4FieldsBorromean_160.jpg |
image = 6a4FieldsBorromean_160.jpg |
text = A Borromean link at the Fields Institute [http://www.math.toronto.edu/~drorbn/Gallery/KnottedObjects/FieldsBorromean.html]}}
text = A Borromean link at the Fields Institute [http://www.math.toronto.edu/~drorbn/Gallery/KnottedObjects/FieldsBorromean.html]}}
{{Knot View Template|
{{Knot View Template|
image = 6a4BorromeanPaperClips_160.jpg |
image = Borromean-rings minimal-overlap.png |
text = Basic black-and-white depiction with minimal central overlap}}
⚫
text = Borromean paper clips [http://www.math.toronto.edu/~drorbn/Gallery/KnottedObjects/BorromeanPaperClips.html]}}
|- valign=top
{{Knot View Template|
{{Knot View Template|
image = 6a4Colombo_160.jpg |
image = 3D Borromean Rings.png |
text = 3D depiction }}
text = The Colombo Mall in Lisboa [http://www.math.toronto.edu/~drorbn/Talks/Oporto-0407/KnotsInLisboa.html]}}
{{Knot View Template|
{{Knot View Template|
image = Borromeanrings.png |
image = Borromean Rings Illusion.png |
text = 3D depiction which purports to show simple circular toruses interlinked as Borromean rings (something which is actually geometrically impossible).}}
⚫
text = Classic-type Borromean rings diagram with color-coded circles}}

⚫
|- valign=top
{{Knot View Template|
{{Knot View Template|
image = BorromeanRings-Trinity.png |
image = 3Loops-Borromean-link.png |
text = Asymmetrical depiction }}
⚫
text = The Borromean rings as a symbol of the Christian Trinity (based on a 13th-century French manuscript)}}
{{Knot View Template|
{{Knot View Template|
image = Valknut-Symbol-borromean.png |
image = Miguni Fukui Borromean.png |
text = One version of the Germanic "Valknut"}}
text = Interlaced rectangles (Miguni, Fukui, Japan). }}
|- valign=top
{{Knot View Template|
image = Cross-Trinity-Borromean-interlinked.png |
text = Borromean rings interlinked with cross as Christian symbol. }}
{{Knot View Template|
{{Knot View Template|
image = Borromeanringsthumbnail.JPG |
image = Borromeanringsthumbnail.JPG |
text = A practical application of the Borromean rings (Ballard Locks, Seattle)}}
text = A practical application of the Borromean rings (Ballard Locks, Seattle)}}
{{Knot View Template|
{{Knot View Template|
image = Hallsberg-coatofarms-Borromean-locks.gif |
image = 6a4BorromeanPaperClips_160.jpg |
⚫
text = Borromean paper clips [http://www.math.toronto.edu/~drorbn/Gallery/KnottedObjects/BorromeanPaperClips.html]}}
⚫
text = Coat of arms of Hallsberg, Sweden, with padlocks in Borromean configuration}}
{{Knot View Template|
image = 6a4Borromean_160.jpg |
⚫
text = A Borromean link by Dylan Thurston [http://www.math.toronto.edu/~drorbn/Gallery/KnottedObjects/Borromean.html]}}
|- valign=top
{{Knot View Template|
image = 6a4BorromeanRattle_160.jpg |
⚫
text = A Borromean rattle by Sassy [http://www.math.toronto.edu/~drorbn/Gallery/KnottedObjects/BorromeanRattle.html]}}
|}
|}
<br clear=left>
<br clear=left>

Latest revision as of 09:06, 31 March 2012

Back to L6a4.

Classic-type Borromean rings diagram with color-coded circles
Medieval-style representation of the Borromean rings, used as an emblem of Lorenzo de Medici in San Pancrazio, Florence[1]
A kolam with 3 cycles [2]
A version of the coat of arms of the Borromeo family
The Colombo Mall in Lisboa [3]
The Borromean rings as a symbol of the Christian Trinity (based on a 13th-century French manuscript)
One version of the Germanic "Valknut"
Coat of arms of Hallsberg, Sweden, with padlocks in Borromean configuration
A "Borromean" bathroom tile (the Diane de Poitiers three interlaced crescents emblem) [4]
Rectangles in three dimensions
A Borromean link at the Fields Institute [5]
Basic black-and-white depiction with minimal central overlap
3D depiction
3D depiction which purports to show simple circular toruses interlinked as Borromean rings (something which is actually geometrically impossible).
Asymmetrical depiction
Interlaced rectangles (Miguni, Fukui, Japan).
Borromean rings interlinked with cross as Christian symbol.
A practical application of the Borromean rings (Ballard Locks, Seattle)
Borromean paper clips [6]
A Borromean link by Dylan Thurston [7]
A Borromean rattle by Sassy [8]


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