invaroidn.

/ɪnˈvɛːrɔɪd/

Etymology: formed after invariant n., with termination -oid, after criticoid, etc.

Mathematics.

(See quot. 1884.)

ΚΠ

1884 R. Harley in Proc. Royal Soc. 38 57 But we have not in general ultra-critical functions, or, as it is proposed to call them, Invaroids... Sir James Cockle suggests that in a limited number of cases it may be possible by means of semicritical relations to form invaroids, that is, ultra-critical functions of the calculus analogous to the invariants or ultra-critical functions of algebra.

This entry has not yet been fully updated (first published 1900; most recently modified version published online June 2018).

单词	invaroid
释义	invaroidn. /ɪnˈvɛːrɔɪd/ Etymology: formed after invariant n., with termination -oid, after criticoid, etc. Mathematics. (See quot. 1884.) ΚΠ 1884 R. Harley in Proc. Royal Soc. 38 57 But we have not in general ultra-critical functions, or, as it is proposed to call them, Invaroids... Sir James Cockle suggests that in a limited number of cases it may be possible by means of semicritical relations to form invaroids, that is, ultra-critical functions of the calculus analogous to the invariants or ultra-critical functions of algebra. This entry has not yet been fully updated (first published 1900; most recently modified version published online June 2018). < n.1884
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