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 Jul2 awarded Curious Apr16 comment Probability Theory: How to prove inequality $\mathbb{E}|X - m|^3 \leq \mathbb{E}|X|^3 (1 + \frac{m}{\sigma})^3$ I thought to use function $(E|X|^u)^{\frac{1}{u}}$ to prove this inequality, but I stuck at $\sigma$ existence in right part Apr16 comment Probability Theory: How to prove inequality $\mathbb{E}|X - m|^3 \leq \mathbb{E}|X|^3 (1 + \frac{m}{\sigma})^3$ @Did I think about using function $(\mathbb{E}|X|^u)^\frac{1}{u}$ for this. But after a while I can't prove $\sigma$ existence in right part. Apr16 asked Probability Theory: How to prove inequality $\mathbb{E}|X - m|^3 \leq \mathbb{E}|X|^3 (1 + \frac{m}{\sigma})^3$ Mar13 revised Probability Theory: Cramer Transform Issue and deviation probabilities theory. added 45 characters in body Mar13 comment Probability Theory: Cramer Transform Issue and deviation probabilities theory. Is it needed to approximate... Mar12 asked Probability Theory: Cramer Transform Issue and deviation probabilities theory. Nov19 asked Poisson exponentiation distribution family and convolution Oct27 awarded Tumbleweed Oct20 asked HowTo: Method of Conjugate Distributions Jun13 awarded Supporter Mar8 awarded Editor Mar8 revised Petri net analysis (attainability) deleted 2 characters in body Mar8 awarded Student Mar8 asked Petri net analysis (attainability)