cantor theorem造句
例句與造句
- The Heine Cantor theorem asserts that every continuous function on a compact set is uniformly continuous.
- The converse is true if " M " 1 is compact ( Heine Cantor theorem ).
- A consequence is a generalisation of the Heine-Cantor theorem : each continuous function from a compact Hausdorff space to a uniform space is uniformly continuous.
- Notice that \ scriptstyle U ( f, D )-L ( f, D ) \ leq ( b-a ) \ omega ( | D | ) is quite a simple and elementary inequality, and that you can compute explicitly the constant C in the modulus of continuity of your f ( you need the Heine-Cantor theorem only in the generality of the above mentioned statement about " all " continuous function, of course ) .-- pma 16 : 02, 25 March 2009 ( UTC)
- It's difficult to find cantor theorem in a sentence. 用cantor theorem造句挺難的