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- Q1242402 subject Q7460446.
- Q1242402 subject Q7831184.
- Q1242402 subject Q8817201.
- Q1242402 abstract "In mathematics, Doob's martingale inequality is a result in the study of stochastic processes. It gives a bound on the probability that a stochastic process exceeds any given value over a given interval of time. As the name suggests, the result is usually given in the case that the process is a non-negative martingale, but the result is also valid for non-negative submartingales.The inequality is due to the American mathematician Joseph L. Doob.".
- Q1242402 wikiPageWikiLink Q1187724.
- Q1242402 wikiPageWikiLink Q1384876.
- Q1242402 wikiPageWikiLink Q1747439.
- Q1242402 wikiPageWikiLink Q176623.
- Q1242402 wikiPageWikiLink Q176737.
- Q1242402 wikiPageWikiLink Q178036.
- Q1242402 wikiPageWikiLink Q200125.
- Q1242402 wikiPageWikiLink Q217357.
- Q1242402 wikiPageWikiLink Q355020.
- Q1242402 wikiPageWikiLink Q395.
- Q1242402 wikiPageWikiLink Q518131.
- Q1242402 wikiPageWikiLink Q534112.
- Q1242402 wikiPageWikiLink Q625303.
- Q1242402 wikiPageWikiLink Q7460446.
- Q1242402 wikiPageWikiLink Q7831184.
- Q1242402 wikiPageWikiLink Q853831.
- Q1242402 wikiPageWikiLink Q8817201.
- Q1242402 wikiPageWikiLink Q900194.
- Q1242402 wikiPageWikiLink Q951222.
- Q1242402 comment "In mathematics, Doob's martingale inequality is a result in the study of stochastic processes. It gives a bound on the probability that a stochastic process exceeds any given value over a given interval of time. As the name suggests, the result is usually given in the case that the process is a non-negative martingale, but the result is also valid for non-negative submartingales.The inequality is due to the American mathematician Joseph L. Doob.".
- Q1242402 label "Doob's martingale inequality".