| 释义 |
embeddable, a.|ɛmˈbɛdəb(ə)l|
Also im-.
[f. embed v. + -able.]
Capable of being embedded.
1961Jrnl. Math. & Mech. X. 517 The problem of determining a necessary and sufficient condition for a graph to be imbeddable in a sphere is a classical problem with a classical solution. 1973Discrete Math. IV. 347 (heading) Uniquely embeddable planar graphs. 1981Theoret. Computer Sci. XV. 325 The answer is now ‘yes’ or ‘no’ according to whether G is homeomorphically embeddable in some ring or not.
So embeddaˈbility n., capability of being embedded, or of admitting embedded objects.
1936H. C. Mougey in National Petroleum News (U.S.) 11 Nov. 35/3 Embeddability is the property of the bearing that permits the embedding of small particles of dust in the bearing, thus decreasing the abrasive action of these small particles. 1972Notices Amer. Math. Soc. XIX. A763 We generalize the embedding theorem of McCreight and Meyer... This also generalizes Theorem 1 of our previous abstract (‘Diversity of speed-ups and embeddability’). 1977Trans. Inst. Electronics & Communication Engineers Japan E. LX. 171/1 We discuss here..the embeddability of a semi-group type automaton in a group type one. |