Borromean rings - Wikipedia
The Borromean rings are named after the Italian House of Borromeo, who used the circular form of these rings as an element of their coat of arms, but designs based on the Borromean rings have been used in many cultures, including by the Norsemen and in Japan.
Borromean Rings (Valknut) - Ancient Symbols
Ancient history shows that Borromean Rings appeared in early Buddhist art, Viking rune stones, and Roman mosaics as far back as thousands of years ago. However, it was only in the 15th century that the name Borromean Rings was given to …
Borromean rings - Impossible world
In mathematics, the Borromean rings consist of three topological circles which are linked and form a Brunnian link, i.e., removing any ring results in two unlinked rings. The name of Borromean rings comes from their use in the coat of arms of the aristocratic Borromeo family in Italy.
Borromean Rings -- from Wolfram MathWorld
2024年11月7日 · The Borromean rings, also called the Borromean links (Livingston 1993, p. 10) are three mutually interlocked rings (left figure), named after the Italian Renaissance family who used them on their coat of arms.
Borromean rings - WikiMili, The Best Wikipedia Reader
2024年10月21日 · In mathematics, the Borromean rings are three simple closed curves in three-dimensional space that are topologically linked and cannot be separated from each other, but that break apart into two unknotted and unlinked loops when any one of the three is cut or removed. Most commonly, these rings are.
BORROMEAN RINGS - MATHCURVE.COM
The Borromean rings form the Brunnian link with the minimal number of crossings. Borromean rings are a strong symbol of the necessary cohesion in a group: companies use them as their logo, universities show them off at the entry of their campuses, and it is one of the elements of Lacan's Symbolic.
Molecular Borromean Rings | Science - AAAS
2004年5月28日 · An object of particular interest in knot theory is known as the Borromean rings (BRs). It occurs in low-dimensional topology and is comprised (Fig. 1A) of three interlocked rings such that scission of any one ring leads to the other two falling apart.
Borromean rings - David Darling
Borromean rings are three rings linked in such a way that although they can't be separated, no two rings are linked; remove any one ring, however, and the other two fall apart.
Borromean Rings - Paul Bourke
Borromean rings are three interlinked rings such that no two rings are linked. In other words, the three rings cannot be separated and yet no two of them are linked. It can be shown that there is no solution for flat rings, it can only be constructed by perturbing the rings in a third dimension.
What are Borromean Rings? - Spiegato
Borromean rings are three rings that are interlocked in such a way that removing one of them causes the entire structure to crumble. This is an example of a Brunnian link, which is a situation in which no two loops in a figure are directly connected.
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