单词 | ternary system |
释义 | > as lemmasternary system a. Pertaining to, consisting of, compounded of, or characterized by a set (or sets) of three; threefold, triple. ternary system (of classification), one in which each division is into three parts. ΘΚΠ the world > relative properties > number > specific numbers > three > condition of being threefold > [adjective] thrilec725 threefoldc1000 treblec1374 trinec1386 thrinfalda1400 tripartitec1420 triparted1429 ternaryc1430 trinary1474 triplicate?a1475 trivial?a1475 triplage1526 threefolded1528 triple1552 treblefold1561 trifold1578 trinal1590 tripart1592 ternal1599 triplexa1616 tergeminous1656 ternarious1656 triplasian1678 triplet1697 ternarian1732 triangular1812 Trinitarian1812 triplasic1864 three-body1936 triplexed1974 c1430 Art Nombryng 19 Some vsen forto distingue the nombre by threes, and ay begynne forto wirche vndre the first of the last ternary other uncomplete nombre. 1596 T. Bell Suruey Popery ii. ii. vi. 169 The ternarie number doth not determine the apparitions in themselues. 1603 P. Holland tr. Plutarch Morals 1302 This ternary or threefold number. 1659 J. Owen Div. Origin Authority Script. in Wks. (1853) XVI. 340 The Trinity..is a trinity in unity, or the ternary number of persons in the same essence. 1715 G. Cheyne Philos. Princ. Relig.: Pt. II ii. ii. 129 The Profane and Ignorant may make a Jest of this Ternary Chain. 1724 D. Waterland Farther Vindic. Christ's Divinity iv. §10 The equality is mentioned as belonging to the ternary number, here considered as a figure of the Trinity. 1881 B. F. Westcott & F. J. A. Hort New Test. in Orig. Greek II. Introd. iii. 107 Ternary variations in which each of the three groups approximately attests a different variant. 1909 Cent. Dict. Suppl. at Symmetry If [the angle is] 120°, or the crystal repeats itself three times, the symmetry is threefold or ternary and the axis is a triad axis. ternary system Categories » f. Astronomy. ternary system, a system of three stars which revolve under mutual attraction, or round a common centre. < as lemmas |
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