Markov's inequality
inequality applying to non-negative random variables
Facts
6 properties- Instance of
- concentration inequality, theorem[2]
- Defining formula
- \Pr(X \geq a) \leq \frac{\operatorname{E}(X)}{a}
- Different from
- Markov brothers' inequality[4]
- In defining formula
- X, \operatorname{E}, \Pr
- Maintained by WikiProject
- WikiProject Mathematics[5]
- Named after
- Andrey Markov[3]
🏷️ Also known as
en Markov's inequality
ar متراجحة ماركوف
cs Markovova nerovnost
de markovsche Ungleichung
de Markov-Ungleichung
de markowsche Ungleichung
de Markoff-Ungleichung
de Markow-Ungleichung
el ανισότητα Μάρκοφ
el ανισότητα Markov
es desigualdad de Márkov
fa نابرابری مارکف
fa نابرابری مارکوو
fa نامساوی مارکف
fa نامساوی مارکوو
fi Markovin epäyhtälö
fr inégalité de Markov
he אי-שוויון מרקוב
hi मार्कोव की असमानता
hu Markov-egyenlőtlenség
🔖 Identifiers · 6
- OpenAlex ID
- C8170772
- Freebase ID
- /m/01jk5q
- Great Russian Encyclopedia portal ID
- neravenstvo-markova-2ede71
- MathWorld ID
- MarkovsInequality
- Microsoft Academic ID (discontinued)
- 8170772
- ScienceDirect topic ID
- computer-science/markov-inequality, mathematics/markov-inequality
🔗 Connections
Instance of 2
Different from 1
Maintained by WikiProject 1
Named after 1
← Different from 1
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Summary
Markov's inequality is a concentration inequality[1].