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- Q5094271 subject Q6391592.
- Q5094271 subject Q7013138.
- Q5094271 subject Q8612021.
- Q5094271 abstract "In information theory, the Cheung–Marks theorem, named after K. F. Cheung and Robert J. Marks II, specifies conditions where restoration of a signal by the sampling theorem can become ill-posed. It offers conditions whereby "reconstruction error with unbounded variance [results] when a bounded variance noise is added to the samples."".
- Q5094271 wikiPageWikiLink Q131222.
- Q5094271 wikiPageWikiLink Q1455898.
- Q5094271 wikiPageWikiLink Q174984.
- Q5094271 wikiPageWikiLink Q175199.
- Q5094271 wikiPageWikiLink Q187631.
- Q5094271 wikiPageWikiLink Q198099.
- Q5094271 wikiPageWikiLink Q378542.
- Q5094271 wikiPageWikiLink Q6391592.
- Q5094271 wikiPageWikiLink Q679800.
- Q5094271 wikiPageWikiLink Q7013138.
- Q5094271 wikiPageWikiLink Q7345932.
- Q5094271 wikiPageWikiLink Q80091.
- Q5094271 wikiPageWikiLink Q8612021.
- Q5094271 wikiPageWikiLink Q92760.
- Q5094271 comment "In information theory, the Cheung–Marks theorem, named after K. F. Cheung and Robert J. Marks II, specifies conditions where restoration of a signal by the sampling theorem can become ill-posed. It offers conditions whereby "reconstruction error with unbounded variance [results] when a bounded variance noise is added to the samples."".
- Q5094271 label "Cheung–Marks theorem".