Definition, Betydelse & Anagram | Engelska ordet TORI

Definition av TORI

1. böjningsform av torus

Exempel på hur man kan använda TORI i en mening

• In geometry, a torus (: tori or toruses) is a surface of revolution generated by revolving a circle in three-dimensional space one full revolution about an axis that is coplanar with the circle.
• This training is conducted in a manner in which there are predefined "attackers" (tori) and "receivers" (uke) similar to drills in judo (gokyo) or traditional Japanese martial arts.
• Its sexagenary cycle was often used together with era names, as in the 1729 Ise calendar shown above, which is for "the 14th year of Kyōhō, tsuchi-no-to no tori", i.
• The submanifold Σ with the smallest number of boundary tori is called the characteristic submanifold of M; it is unique (up to isotopy).
• Such abelian varieties turn out to be exactly those complex tori that can be holomorphically embedded into a complex projective space.
• Princess Victoria "Tori" of Meribella (Victoria Bethany Evangeline Renee), character from 2012 film.
• Note that the specific quotient set depends on a choice of maximal torus, but the resulting groups are all isomorphic (by an inner automorphism of G), since maximal tori are conjugate.
• The structure theory of linear algebraic groups analyzes any linear algebraic group in terms of these two basic groups and their generalizations, tori and unipotent groups, as discussed below.
• So, surfaces as planes, quadrics, tori, and probably even parametric surface patches may bound the primitive solids.
• The complement of a standard circle is homeomorphic to a solid torus with a point removed (this can be seen by interpreting 3-space as the 3-sphere with the point at infinity removed, and the 3-sphere as two solid tori glued along the boundary), or the complement can be analyzed directly.
• An isogeny between algebraic groups is a surjective morphism with finite kernel; two tori are said to be isogenous if there exists an isogeny from the first to the second.

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