| 释义 |
triangulable, a. Math.|traɪˈæŋgjʊləb(ə)l|
[f. triangulate v. + -able.]
Of a topological space: capable of undergoing triangulation (sense 2 b).
1940Proc. Nat. Acad. Sci. XXVI. 359 Triangulable manifold, a topological manifold which can be subdivided into the cells of a complex. 1975I. Stewart Concepts Mod. Math. xii. 184 We know that S is triangulable, so there exists a map on S (with triangular faces). |