The term is also used more generally for any symmetric lens.
Mystical and religious significance
It has been the subject of mystical speculation at several periods of history, perhaps first among the Pythagoreans. The mathematical ratio of its width (measured to the endpoints of the "body", not including the "tail") to its height was reportedly believed by them to be 265:153. The geometric ratio of these dimensions is actually the square root of 3, or 1.73205... (since if straight lines are drawn connecting the centers of the two circles with each other, with the two points where the circles intersect, two equilateral triangles join along an edge). The ratio 265:153 is an approximation to the square root of 3, with the property that no better approximation can be obtained with smaller whole numbers. The number 153 appears in the Gospel of John (21:11) as the number of fish Jesus caused to be caught in a miraculous catch of fish. Coventry Patmore has written a poem called Vesica Pisces, Part XXIV of the Book I of his cycle The Unknown Eros (1877).
More recently, numerous new age authors have interpreted it as a yonic symbol and claimed that this, a reference to the female genitals, is a traditional interpretation.
Uses of the shape
In Christian art, some aureolas are in the shape of a vertically oriented vesica piscis, and the seals of ecclesiastical organizations can be enclosed within a vertically oriented vesica piscis (instead of the more usual circular enclosure).
The cover of the Chalice Well in Glastonbury, Somerset depicts a stylized version of the vesica piscis design.
References
See also
- Halo (religious iconography)
- Ichthys
- Lens (geometry)
- Flower of Life
- Villarceau circles
- Triquetra
- Vesicle pisces
- Catch of 153 fish
- Venn diagram
- Dyad (Greek philosophy)
- Intersection (set theory)
This article is licensed under the GNU Free Documentation License.
Last updated on Wednesday August 27, 2008 at 00:40:35 PDT (GMT -0700)
View this article at Wikipedia.org - Edit this article at Wikipedia.org - Donate to the Wikimedia Foundation
The term is also used more generally for any symmetric lens.
Mystical and religious significance
It has been the subject of mystical speculation at several periods of history, perhaps first among the Pythagoreans. The mathematical ratio of its width (measured to the endpoints of the "body", not including the "tail") to its height was reportedly believed by them to be 265:153. The geometric ratio of these dimensions is actually the square root of 3, or 1.73205... (since if straight lines are drawn connecting the centers of the two circles with each other, with the two points where the circles intersect, two equilateral triangles join along an edge). The ratio 265:153 is an approximation to the square root of 3, with the property that no better approximation can be obtained with smaller whole numbers. The number 153 appears in the Gospel of John (21:11) as the number of fish Jesus caused to be caught in a miraculous catch of fish. Coventry Patmore has written a poem called Vesica Pisces, Part XXIV of the Book I of his cycle The Unknown Eros (1877).
More recently, numerous new age authors have interpreted it as a yonic symbol and claimed that this, a reference to the female genitals, is a traditional interpretation.
Uses of the shape
In Christian art, some aureolas are in the shape of a vertically oriented vesica piscis, and the seals of ecclesiastical organizations can be enclosed within a vertically oriented vesica piscis (instead of the more usual circular enclosure).
The cover of the Chalice Well in Glastonbury, Somerset depicts a stylized version of the vesica piscis design.
References
See also
- Halo (religious iconography)
- Ichthys
- Lens (geometry)
- Flower of Life
- Villarceau circles
- Triquetra
- Vesicle pisces
- Catch of 153 fish
- Venn diagram
- Dyad (Greek philosophy)
- Intersection (set theory)
This article is licensed under the GNU Free Documentation License.
Last updated on Wednesday August 27, 2008 at 00:40:35 PDT (GMT -0700)
View this article at Wikipedia.org - Edit this article at Wikipedia.org - Donate to the Wikimedia Foundation
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