probability, Lenglart's inequality was proved by Èrik Lenglart in 1977. Later slight modifications are also called Lenglart's inequality. Let X be a non-negative...

inequality Vysochanskiï–Petunin inequality — a stronger result applicable to unimodal probability distributions Lenglart's inequality Kvanli, Alan H.; Pavur,...

Kolmogorov's inequality Kunita–Watanabe inequality Le Cam's theorem Lenglart's inequality Marcinkiewicz–Zygmund inequality Markov's inequality McDiarmid's...

\left\lbrace c_{p}^{1/p}A(T)\right\rbrace }} ; It has been proven by Lenglart's inequality. Mehri, Sima; Scheutzow, Michael (2021). "A stochastic Gronwall...