ineuntadj.n.

/ˈɪniːʌnt/

Etymology: < Latin ineunt-em entering, beginning, present participle of inīre to go in, enter, < in- (in- prefix³) + īre to go.

A. adj.

Entering.

ΘΚΠ

the world > movement > motion in a certain direction > going or coming in > [adjective]

entering?a1425

ingredient1611

entrant1635

introvenient1646

ingoing1825

ineunta1856

ingressant1947

a1856 W. Hamilton Lect. Metaphysics (1859) II. xli. 423 In place of two energies, an immanent and a transeunt, we may competently suppose three,—an ineunt, an immanent, and a transeunt..The Ineunt energy might be considered as an act of mind, directed upon objects in order to know them.

B. n.

A point of a curve. Also ineunt-point.

ΘΚΠ

the world > relative properties > number > geometry > point > [noun] > on a curve

first polar1836

umbilic1843

spinode1852

stationary point1856

ineunt1859

triple point1872

tacnode-cusp1873

1859 Cayley 6th Mem. Quantics §185 Instead of the term point of a curve, it will be convenient to use the term ‘ineunt’ of the curve. The line through two consecutive ineunts of the curve is the tangent at the ineunt.

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

单词	ineunt
释义	ineuntadj.n. /ˈɪniːʌnt/ Etymology: < Latin ineunt-em entering, beginning, present participle of inīre to go in, enter, < in- (in- prefix³) + īre to go. A. adj. Entering. ΘΚΠ the world > movement > motion in a certain direction > going or coming in > [adjective] entering?a1425 ingredient1611 entrant1635 introvenient1646 ingoing1825 ineunta1856 ingressant1947 a1856 W. Hamilton Lect. Metaphysics (1859) II. xli. 423 In place of two energies, an immanent and a transeunt, we may competently suppose three,—an ineunt, an immanent, and a transeunt..The Ineunt energy might be considered as an act of mind, directed upon objects in order to know them. B. n. A point of a curve. Also ineunt-point. ΘΚΠ the world > relative properties > number > geometry > point > [noun] > on a curve first polar1836 umbilic1843 spinode1852 stationary point1856 ineunt1859 triple point1872 tacnode-cusp1873 1859 Cayley 6th Mem. Quantics §185 Instead of the term point of a curve, it will be convenient to use the term ‘ineunt’ of the curve. The line through two consecutive ineunts of the curve is the tangent at the ineunt. This entry has not yet been fully updated (first published 1900; most recently modified version published online September 2018). < adj.n.a1856
随便看	θ188111 θ188112 θ188113 θ188114 θ188115 θ188116 θ188117 θ188118 θ188119 θ18812 θ188120 θ188121 θ188122 θ188123 θ188124 θ188125 θ188126 θ188127 θ188128 θ188129 θ18813 θ188130 θ188131 θ188132 θ188133