stellatedadj.

/ˈstɛleɪtɪd/

Etymology: < stellate adj. + -ed suffix¹.

a. = stellate adj. 3.

ΘΚΠ

the world > space > shape > angularity > specific angular shape > [adjective] > star-shaped

starlike1578

star fashion1597

starry1597

star-shaped1646

asteristic1652

stellaceous1657

stellate1661

stellated1661

stellar1670

astral1672

stelliform1794

stellular1796

asteroid1854

1661 R. Boyle Two Ess. Unsuccessfulness Exper. i, in Certain Physiol. Ess. 50 My own Laboratory has afforded me divers such parcels of Regulus without Mars (some of which I have yet by me very fairly stellated).

?1711 J. Petiver Gazophylacii IX. Table 90 Its yellow stellated Flowers adhere to the middle rib of a jagged Membrane.

1785 T. Martyn tr. J.-J. Rousseau Lett. Elements Bot. xv. 169 This Class comprises another natural order of plants entitled Stellated, from the manner in which the leaves grow upon the stem.

1788 C. Blagden in Philos. Trans. (Royal Soc.) 78 281 When these stellated crystals once began to form.

1804 G. Shaw Gen. Zool. V. 378 Stellated Sturgeon..head subtetragonal and roughened with stellated marks and tubercles.

1821 W. P. C. Barton Flora N. Amer. (new ed.) I. 87 Stem and branches..densely beset with stellated hairs.

1859 A. Cayley Coll. Math. Papers (1891) IV. 81 The great stellated dodecahedron.

1892 W. Crookes tr. R. von Wagner Man. Chem. Technol. 203 That stellated crystalline surface which is preferred in trade.

b. Geometry. [The sense is due to L. Poinsot, who used French étoilé in Jrnl. de l'École Polytechn. (1810) IV. 41).] Of a polygon, polyhedron, or polytope: capable of being generated from a convex polygon, etc., by extending the edges, etc., until they once more meet at a new set of vertices, etc. stellated polygon n. a polygon in which each vertex is not connected to the two adjacent vertices, but to two others, so that the sides cross each other to form a starlike figure, e.g. a pentagram and analogous objects with a higher number of vertices, the variety of forms increasing with the number of vertices, i.e. the number of non-adjacent points to which a vertex can be joined.

ΘΚΠ

the world > relative properties > number > geometry > shape or figure > [adjective] > having specific property

hypotenusal?a1560

oblique?a1560

local1673

focal1676

octantal1777

symmetrical1794

radical1848

self-conjugate1855

quadric1856

stellated1859

periphractic1881

homoeoidal1883

tridiametral1891

one-sided1893

semi-infinite1903

simplicial1913

mirror-symmetric1952

1859 A. Cayley in London, Edinb. & Dublin Philos. Mag. 17 123 It is shown by Poinsot..that, besides the regular polyhedrons of ordinary geometry, there are (of course in an extended signification of the term) four new regular polyhedrons, viz. an icosahedron, which I will call the great icosahedron.., and three dodecahedrons, which I will call the great dodecahedron.., the great stellated dodecahedron.., and the small stellated dodecahedron.

1890 Cent. Dict. at Polygon Stellated polygon.

1931 Proc. Cambr. Philos. Soc. 27 206 Consider..the ‘small stellated dodecahedron’ { , 5}, bounded by pentagrams.

1952 Cundy & Rollett Math. Models iii. 83 These four beautiful solids were unknown to the ancient world and were not discovered until modern times. The two with star faces—the two stellated dodecahedra—were found by Kepler (1571–1630); the others with regular faces and star vertices—the great icosahedron and dodecahedron—by Poinsot (1777–1859).

1954 Philos. Trans. (Royal Soc.) A. 246 429 When the edges of the decagons are produced to become edges of decagrams, the edges of the pentagons become edges of pentagrams (the edges of the stellated polygons being in the same ratio to the edges of the original polygons).

1976 I. Lakatos Proofs & Refutations i. 62 Take for instance the ‘great stellated dodecahedron’ (fig. 15). It consists, like the ‘small stellated dodecahedron’ of pentagrams, but differently arranged. It has 12 faces, 30 edges and 20 vertices, so that V − E + F = 2.

2. Studded with stars.

ΘΚΠ

the world > the universe > star > [adjective] > full of

starredc1225

starry?c1400

starneda1425

stelliferant1490

stelliferal1496

starnyc1500

stellatec1500

stelliferous1583

star-spangled1600

lampful1605

starful1606

stellified1611

stelled1628

star-studded?a1656

astriferous1656

stellated1755

constellated1767

constellate1855

instarred1888

1755 B. Martin Mag. Arts & Sci. 88 The Stellated Planetarium: shewing the Inferior Planets.

1824 J. Johnson Typographia I. 490 The back-ground is black, thickly stellated.

Derivatives

steˈllatedly adv.

ΘΚΠ

the world > space > shape > angularity > specific angular shape > [adverb] > star

starlike1595

stellularly1796

stelliformly1822

stellatedly1833

stellately1847

1833 W. J. Hooker in J. E. Smith Eng. Flora V. i. 119 Stem..stellatedly branched.

This entry has not yet been fully updated (first published 1916; most recently modified version published online December 2019).

单词	stellated
释义	stellatedadj. /ˈstɛleɪtɪd/ Etymology: < stellate adj. + -ed suffix¹. 1. a. = stellate adj. 3. ΘΚΠ the world > space > shape > angularity > specific angular shape > [adjective] > star-shaped starlike1578 star fashion1597 starry1597 star-shaped1646 asteristic1652 stellaceous1657 stellate1661 stellated1661 stellar1670 astral1672 stelliform1794 stellular1796 asteroid1854 1661 R. Boyle Two Ess. Unsuccessfulness Exper. i, in Certain Physiol. Ess. 50 My own Laboratory has afforded me divers such parcels of Regulus without Mars (some of which I have yet by me very fairly stellated). ?1711 J. Petiver Gazophylacii IX. Table 90 Its yellow stellated Flowers adhere to the middle rib of a jagged Membrane. 1785 T. Martyn tr. J.-J. Rousseau Lett. Elements Bot. xv. 169 This Class comprises another natural order of plants entitled Stellated, from the manner in which the leaves grow upon the stem. 1788 C. Blagden in Philos. Trans. (Royal Soc.) 78 281 When these stellated crystals once began to form. 1804 G. Shaw Gen. Zool. V. 378 Stellated Sturgeon..head subtetragonal and roughened with stellated marks and tubercles. 1821 W. P. C. Barton Flora N. Amer. (new ed.) I. 87 Stem and branches..densely beset with stellated hairs. 1859 A. Cayley Coll. Math. Papers (1891) IV. 81 The great stellated dodecahedron. 1892 W. Crookes tr. R. von Wagner Man. Chem. Technol. 203 That stellated crystalline surface which is preferred in trade. b. Geometry. [The sense is due to L. Poinsot, who used French étoilé in Jrnl. de l'École Polytechn. (1810) IV. 41).] Of a polygon, polyhedron, or polytope: capable of being generated from a convex polygon, etc., by extending the edges, etc., until they once more meet at a new set of vertices, etc. stellated polygon n. a polygon in which each vertex is not connected to the two adjacent vertices, but to two others, so that the sides cross each other to form a starlike figure, e.g. a pentagram and analogous objects with a higher number of vertices, the variety of forms increasing with the number of vertices, i.e. the number of non-adjacent points to which a vertex can be joined. ΘΚΠ the world > relative properties > number > geometry > shape or figure > [adjective] > having specific property hypotenusal?a1560 oblique?a1560 local1673 focal1676 octantal1777 symmetrical1794 radical1848 self-conjugate1855 quadric1856 stellated1859 periphractic1881 homoeoidal1883 tridiametral1891 one-sided1893 semi-infinite1903 simplicial1913 mirror-symmetric1952 1859 A. Cayley in London, Edinb. & Dublin Philos. Mag. 17 123 It is shown by Poinsot..that, besides the regular polyhedrons of ordinary geometry, there are (of course in an extended signification of the term) four new regular polyhedrons, viz. an icosahedron, which I will call the great icosahedron.., and three dodecahedrons, which I will call the great dodecahedron.., the great stellated dodecahedron.., and the small stellated dodecahedron. 1890 Cent. Dict. at Polygon Stellated polygon. 1931 Proc. Cambr. Philos. Soc. 27 206 Consider..the ‘small stellated dodecahedron’ { , 5}, bounded by pentagrams. 1952 Cundy & Rollett Math. Models iii. 83 These four beautiful solids were unknown to the ancient world and were not discovered until modern times. The two with star faces—the two stellated dodecahedra—were found by Kepler (1571–1630); the others with regular faces and star vertices—the great icosahedron and dodecahedron—by Poinsot (1777–1859). 1954 Philos. Trans. (Royal Soc.) A. 246 429 When the edges of the decagons are produced to become edges of decagrams, the edges of the pentagons become edges of pentagrams (the edges of the stellated polygons being in the same ratio to the edges of the original polygons). 1976 I. Lakatos Proofs & Refutations i. 62 Take for instance the ‘great stellated dodecahedron’ (fig. 15). It consists, like the ‘small stellated dodecahedron’ of pentagrams, but differently arranged. It has 12 faces, 30 edges and 20 vertices, so that V − E + F = 2. 2. Studded with stars. ΘΚΠ the world > the universe > star > [adjective] > full of starredc1225 starry?c1400 starneda1425 stelliferant1490 stelliferal1496 starnyc1500 stellatec1500 stelliferous1583 star-spangled1600 lampful1605 starful1606 stellified1611 stelled1628 star-studded?a1656 astriferous1656 stellated1755 constellated1767 constellate1855 instarred1888 1755 B. Martin Mag. Arts & Sci. 88 The Stellated Planetarium: shewing the Inferior Planets. 1824 J. Johnson Typographia I. 490 The back-ground is black, thickly stellated. Derivatives steˈllatedly adv. ΘΚΠ the world > space > shape > angularity > specific angular shape > [adverb] > star starlike1595 stellularly1796 stelliformly1822 stellatedly1833 stellately1847 1833 W. J. Hooker in J. E. Smith Eng. Flora V. i. 119 Stem..stellatedly branched. This entry has not yet been fully updated (first published 1916; most recently modified version published online December 2019). < adj.1661
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