| 释义 |
subinvariant Math.|sʌbɪnˈvɛərɪənt|
[f. sub- 23 + invariant n.]
= seminvariant. Hence subinˈvariantive a.
1882Amer. Jrnl. Math. V. 79 Any rational integer function of one or more subinvariants is itself one. Ibid. 81 note, Eventually I am inclined to substitute the word binariant for subinvariants, and to speak of simple, double, treble or multiple binariants. Ibid. 80 It must be capable of being satisfied by subinvariantive values of X1 Y1. |