niets$3$ - перевод на Английский
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niets$3$ - перевод на Английский

Triad (chord); 3-1; 3-6; 3-9; 3-11; 3-2A; 3-2B; 3-3B; 3-3A; 3-4B; 3-4A; 3-5B; 3-5A; 3-11A; 3-11B; 3-7B; 3-7A; 3-8B; 3-8A; 3-12
  • The seven contiguous trichords in C major. See also: [[Cardinality equals variety]].

niets      
nothing, not one thing; no person, none
three dimensions         
GEOMETRIC MODEL IN WHICH A POINT IS SPECIFIED BY THREE PARAMETERS
Three-dimensional; Three dimensional; 3-dimensional; 3-Dimensional; Three dimension; Three dimensions; 3-dimension; 3 dimension; 3 dimensional; 3-dimensions; 3 dimensions; 3-dimensional space; Three dimensional space; Third dimension; Euclidean 3-space; 3rd dimension; Three Dimensional; Three dimensionality; The 3rd Dimension; Width, length, and depth; Spatial geometry; 3D space; Three dimensional scene; Threespace; Three-space; 3-D space; (x, y, z); Tri-dimensional space; Three-dimensional space (mathematics); 3-dimensional Euclidean space; Three-dimensionally; 🆛; R^3; Three-dimensional Euclidean space
de drie dimensies
one third         
WIKIMEDIA DISAMBIGUATION PAGE
⅓; One third; 1/3 (disambiguation); 1/3 (number); One-third
een derde (derde gedeelte, 1/3)

Определение

AT-3
<language> The original name of MATH-MATIC. [Sammet 1969, p. 135]. (2000-02-24)

Википедия

Trichord

In music theory, a trichord () is a group of three different pitch classes found within a larger group. A trichord is a contiguous three-note set from a musical scale or a twelve-tone row.

In musical set theory there are twelve trichords given inversional equivalency, and, without inversional equivalency, nineteen trichords. These are numbered 1–12, with symmetrical trichords being unlettered and with uninverted and inverted nonsymmetrical trichords lettered A or B, respectively. They are often listed in prime form, but may exist in different voicings; different inversions at different transpositions. For example, the major chord, 3-11B (prime form: [0,4,7]), is an inversion of the minor chord, 3-11A (prime form: [0,3,7]). 3-5A and B are the Viennese trichord (prime forms: [0,1,6] and [0,5,6]).