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Counterexample to the converse of the uniform convergence theorem. The continuous green functions converge pointwise to the non-continuous red function, because convergence is not uniform.
| date/time | username | edit summary |
|---|---|---|
| 00:58, 2 June 2005 | en:User:Drini | (sp) |
| 00:57, 2 June 2005 | en:User:Drini | ({{cc-by-sa-2.0}} Counterexample to the converse of the uniform convergence theorem. The ''continuous'' green functiosn converge pointwise to the ''non-continuous'' red function, because convergence is not uniform.) |
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- (del) (cur) 00:57, 2 June 2005 . . en:User:Drini Drini ( en:User_talk:Drini Talk) . . 656x241 (24767 bytes) ({ { cc-by-sa-2.0 } } Counterexample to the converse of the uniform convergence theorem. The continuous green functiosn converge pointwise to the non-continuous red function, because convergence is not uniform.)
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