In geometry, the Pappus chain was created by Pappus of Alexandria in the 3rd century AD.
Read more about Pappus Chain: Construction
Other articles related to "chain, pappus chain":
Steiner Chain - Elliptical/hyperbolic Locus of Centers
... The centers of the circles of a Steiner chain lie on a conic section ... the other such systems of circles appear in the Pappus chain, the problem of Apollonius, and the three-dimensional Soddy's hexlet ... Similarly, if some circles of the Steiner chain are externally tangent to both given circles, their centers must lie on a hyperbola, whereas those that are internally ...
... The centers of the circles of a Steiner chain lie on a conic section ... the other such systems of circles appear in the Pappus chain, the problem of Apollonius, and the three-dimensional Soddy's hexlet ... Similarly, if some circles of the Steiner chain are externally tangent to both given circles, their centers must lie on a hyperbola, whereas those that are internally ...
Pappus Chain - Properties - Steiner Chain
... ellipse and tangencies on a circle, the Pappus chain is analogous to the Steiner chain, in which finitely many circles are tangent to two circles ...
... ellipse and tangencies on a circle, the Pappus chain is analogous to the Steiner chain, in which finitely many circles are tangent to two circles ...
Famous quotes containing the word chain:
“A chain is no stronger than its weakest link, and life is after all a chain.”
—William James (1842–1910)
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