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quasi-Hermitian - traduction vers russe

A SET OF N³ + 1 POINTS ARRANGED INTO SUBSETS OF N + 1

Hermitian variety

quasi-Hermitian

общая лексика

квазиэрмитовый

квазиэрмитов

adj.
quasi-Hermitian

conjugate matrix

COMPLEX MATRIX A* OBTAINED FROM A MATRIX A BY TRANSPOSING IT AND CONJUGATING EACH ENTRY

Adjoint matrix; Hermitean conjugate; Tranjugate; Transpose conjugate; Adjoint Matrix; Conjugate transpose matrix; Hermitian Transpose; Hermitian transpose; Hermitian tranpose; Conjugate matrix; Conjugate Transpose; Conjugate imaginary; Complex transpose

математика

сопряжённая матрица

Définition

Quasi

·- As if; as though; as it were; in a manner sense or degree; having some resemblance to; qualified;

- used as an adjective, or a prefix with a noun or an adjective; as, a quasi contract, an implied contract, an obligation which has arisen from some act, as if from a contract; a quasi corporation, a body that has some, but not all, of the peculiar attributes of a corporation; a quasi argument, that which resembles, or is used as, an argument; quasi historical, apparently historical, seeming to be historical.

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Wikipédia

Unital (geometry)

In geometry, a unital is a set of n³ + 1 points arranged into subsets of size n + 1 so that every pair of distinct points of the set are contained in exactly one subset. This is equivalent to saying that a unital is a 2-(n³ + 1, n + 1, 1) block design. Some unitals may be embedded in a projective plane of order n² (the subsets of the design become sets of collinear points in the projective plane). In this case of embedded unitals, every line of the plane intersects the unital in either 1 or n + 1 points. In the Desarguesian planes, PG(2,q²), the classical examples of unitals are given by nondegenerate Hermitian curves. There are also many non-classical examples. The first and the only known unital with non prime power parameters, n=6, was constructed by Bhaskar Bagchi and Sunanda Bagchi. It is still unknown if this unital can be embedded in a projective plane of order 36, if such a plane exists.

https://en.wikipedia.org/wiki/Unital (geometry)

Traduction de &#39quasi-Hermitian&#39 en Russe