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Τι (ποιος) είναι knotted torus - ορισμός
SPECIES OF PLANT
Knotted Pearlwort; Knotted pearlwort
Torus mandibularis
BONY GROWTH IN THE MANDIBLE ALONG THE SURFACE NEAREST TO THE TONGUE
Mandibular tori; Torus Mandibularis; Mandibular torus; Tori mandibulares
Torus mandibularis is a bony growth in the mandible along the surface nearest to the tongue. Mandibular tori are usually present near the premolars and above the location of the mylohyoid muscle's attachment to the mandible.
Non-Violence (sculpture)
.jpg?width=200 "150px")
SCULPTURE SERIES BY CARL FREDRIK REUTERSWÄRD
Knotted gun; The Knotted Gun
Non-Violence, also known as The Knotted Gun, is a bronze sculpture by Swedish artist Carl Fredrik Reuterswärd of an oversized Colt Python .357 Magnum revolver with its muzzle tied in a knot.
Torus
![A stereographic projection of a [[Clifford torus]] in four dimensions performing a simple rotation through the ''xz''-plane](https://commons.wikimedia.org/wiki/Special:FilePath/Clifford-torus.gif?width=200 "A stereographic projection of a [[Clifford torus]] in four dimensions performing a simple rotation through the ''xz''-plane")
![Seen in [[stereographic projection]], a 4D ''flat torus'' can be projected into 3-dimensions and rotated on a fixed axis.](https://commons.wikimedia.org/wiki/Special:FilePath/Duocylinder ridge animated.gif?width=200 "Seen in [[stereographic projection]], a 4D ''flat torus'' can be projected into 3-dimensions and rotated on a fixed axis.")
![6 × 4 {{=}} 24}} [[quadrilateral]] faces](https://commons.wikimedia.org/wiki/Special:FilePath/Hexagonal torus.png?width=200 "6 × 4 {{=}} 24}} [[quadrilateral]] faces")
.gif?width=200 "Turning a punctured torus inside-out")
![The configuration space of 2 not necessarily distinct points on the circle is the [[orbifold]] quotient of the 2-torus, '''T'''<sup>2</sup>/''S''<sub>2</sub>, which is the [[Möbius strip]].](https://commons.wikimedia.org/wiki/Special:FilePath/Moebius Surface 1 Display Small.png?width=200 "The configuration space of 2 not necessarily distinct points on the circle is the [[orbifold]] quotient of the 2-torus, '''T'''<sup>2</sup>/''S''<sub>2</sub>, which is the [[Möbius strip]].")
![degenerates]] into a double-covered sphere.](https://commons.wikimedia.org/wiki/Special:FilePath/Sphere-like degenerate torus.gif?width=200 "degenerates]] into a double-covered sphere.")
![{4,4}<sub>1,0</sub>]], constructed on the surface of a [[duocylinder]] with 1 vertex, 2 orthogonal edges, and one square face. It is seen here stereographically projected into 3-space as a torus.](https://commons.wikimedia.org/wiki/Special:FilePath/Toroidal monohedron.png?width=200 "{4,4}<sub>1,0</sub>]], constructed on the surface of a [[duocylinder]] with 1 vertex, 2 orthogonal edges, and one square face. It is seen here stereographically projected into 3-space as a torus.")
DOUGHNUT-SHAPED SURFACE OF REVOLUTION
Doughnut shape; Two-torus; Hypertoroid; Toroidally; Torus (mathematics); Torus group; N-torus; Toral automorphism; Spindle torus; Standard torus; Horn torus; Ring torus; 2-torus; Standard tori; Donut shape; Tori (Mathematics); Doughnut topology; Thorus; Flat torus; Hypertorus; Toratope; 𝕋; Torus of revolution; Doughnut (shape)
·noun ·see 3d Tore, 2.
II. Torus ·noun The receptacle, or part of the flower on which the carpels stand.
III. Torus ·noun A lage molding used in the bases of columns. Its profile is semicircular. ·see ·Illust. of Molding.
IV. Torus ·noun One of the ventral parapodia of tubicolous annelids. It usually has the form of an oblong thickening or elevation of the integument with rows of uncini or hooks along the center. ·see ·Illust. under Tubicolae.
Βικιπαίδεια
Sagina nodosa
Sagina nodosa, the knotted pearlwort, is a species in the genus Sagina, native to northern Europe. It is a low-growing plant up to 15 cm tall, with paired leaves up to 1 cm long. The flowers are 5–10 mm diameter, with five white petals.
