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Related lectures (18)
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Inequalities: Cauchy-Schwarz, Jensen, Chebyshev
Explores inequalities for random variables, including Cauchy-Schwarz, Jensen, and Chebyshev.
Concentration Inequalities: Hoeffding's Inequality
Covers Hoeffding's inequality and concentration inequalities with a focus on sequences of random variables.
Hoeffding's Inequality
Explores Hoeffding's inequality and its applications in probability theory and statistical analysis.
Advanced Probability
Covers advanced topics in probability theory, focusing on geometric distribution and variance calculations.
Optimal Power Flow and Chebyshev Introduction
Covers Optimal Power Flow solutions, SDP, Chebyshev's inequality, and probability distributions.
Convergence of Random Variables: Definitions and Connections
Covers the definitions and relationships of convergence for random variables, including quadratic convergence, convergence in probability, and almost sure convergence.
Convergence in Probability
Explores convergence in probability, concentration inequalities, laws of large numbers, and properties of distributions.
Law of Large Numbers: Statistics
Explains the Law of Large Numbers and its application to random variables.