lineo-comb. form

Stress is usually determined by a subsequent element and vowels may be reduced accordingly. Some degree of stress is usually maintained on the first syllable, e.g. lineo-linear adj. Brit.

/ˌlɪnɪə(ʊ)ˈlɪnɪə/, U.S.

/ˌlɪnioʊˈlɪniər/

used as combining form of Latin līnea line; as in ˌlineo-ˈcircular adj. Mathematics said of an apparatus for converting rectilinear into circular movement. ˈlineograph n. [see -graph comb. form] an instrument for drawing lines of a definite character ( Cent. Dict.). ˌlineo-ˈlinear adj. Mathematics linear with respect to each of two different variables or sets of variables. ˌlineo-ˈpolar adj. Mathematics produced by taking the (n −1)-th polar of a locus with respect to a function of the nth order; so called because such a polar of a point is a line ( Cent. Dict.).

1858 Cayley in Coll. Math. Papers (1889) II. 517 The lineo-linear covariant becomes the lineo-linear invariant ab′−a′b.

1874 Sylvester in Proc. Royal Inst. 7 186 (note) In the lineo-circular or parallel-motion adjustment imagine the connecters to be detached from the angles of the diamond, and [etc.].

This entry has not yet been fully updated (first published 1903; most recently modified version published online March 2022).

单词	lineo-
释义	lineo-comb. form Stress is usually determined by a subsequent element and vowels may be reduced accordingly. Some degree of stress is usually maintained on the first syllable, e.g. lineo-linear adj. Brit. /ˌlɪnɪə(ʊ)ˈlɪnɪə/, U.S. /ˌlɪnioʊˈlɪniər/ used as combining form of Latin līnea line; as in ˌlineo-ˈcircular adj. Mathematics said of an apparatus for converting rectilinear into circular movement. ˈlineograph n. [see -graph comb. form] an instrument for drawing lines of a definite character ( Cent. Dict.). ˌlineo-ˈlinear adj. Mathematics linear with respect to each of two different variables or sets of variables. ˌlineo-ˈpolar adj. Mathematics produced by taking the (n −1)-th polar of a locus with respect to a function of the nth order; so called because such a polar of a point is a line ( Cent. Dict.). Π 1858 Cayley in Coll. Math. Papers (1889) II. 517 The lineo-linear covariant becomes the lineo-linear invariant ab′−a′b. 1874 Sylvester in Proc. Royal Inst. 7 186 (note) In the lineo-circular or parallel-motion adjustment imagine the connecters to be detached from the angles of the diamond, and [etc.]. This entry has not yet been fully updated (first published 1903; most recently modified version published online March 2022). < comb. form1858
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