Vojkan Jakšić, Yan Pautrat, Claude‐Alain Pillet
Abstract
We formulate and prove a general central limit theorem for sums of independent identically distributed noncommutative random variables.
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We formulate and prove a general central limit theorem for sums of independent identically distributed noncommutative random variables.
Key concepts: Independent and identically distributed random variables, Central limit theorem, Mathematics, Noncommutative geometry, Limit (mathematics), Random variable, Illustration of the central limit theorem, Sum of normally distributed random variables