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    Sample Complexity

    35 курсов
    Information Theory of Deep Learning - Naftali Tishby
    Stanford Online

    Information Theory of Deep Learning - Naftali Tishby

    Iterated Models: Expressive Power, Learning, and Chain of Thought
    Simons Institute for the Theory of Computing

    Iterated Models: Expressive Power, Learning, and Chain of Thought

    On the Curses of Future and History in Off-policy Evaluation in Non-Markov Environments
    Simons Institute for the Theory of Computing

    On the Curses of Future and History in Off-policy Evaluation in Non-Markov Environments

    Reinforcement Learning: An Introduction and Key Results
    Institut des Hautes Etudes Scientifiques (IHES)

    Reinforcement Learning: An Introduction and Key Results

    Multivariate Method of Moments: From Sample Complexity to Implicit Computations - 2023
    Instituto de Matemática Pura e Aplicada

    Multivariate Method of Moments: From Sample Complexity to Implicit Computations - 2023

    Learning Linear Dynamical Systems with Hankel Nuclear Norm Regularization
    Fields Institute

    Learning Linear Dynamical Systems with Hankel Nuclear Norm Regularization

    Learning Probability Distributions: What Can and Can't Be Done
    Simons Institute for the Theory of Computing

    Learning Probability Distributions: What Can and Can't Be Done

    Hypothesis Selection with Computational Constraints
    Simons Institute

    Hypothesis Selection with Computational Constraints

    Proper vs Improper Quantum PAC Learning
    Squid: Schools for Quantum Information Development

    Proper vs Improper Quantum PAC Learning

    Provable Advantage in Quantum PAC Learning
    Squid: Schools for Quantum Information Development

    Provable Advantage in Quantum PAC Learning

    Closed-form Analytic Expressions for Shadow Estimation with Brickwork Circuits
    Squid: Schools for Quantum Information Development

    Closed-form Analytic Expressions for Shadow Estimation with Brickwork Circuits

    Machine Learning: Understanding VC Dimensions and Computational Learning Theory - Lecture 18
    UofU Data Science

    Machine Learning: Understanding VC Dimensions and Computational Learning Theory - Lecture 18

    Machine Learning: Shattering and VC Dimension - Lecture 17B
    UofU Data Science

    Machine Learning: Shattering and VC Dimension - Lecture 17B

    Machine Learning: Positive and Negative Learnability Results - Lecture 16
    UofU Data Science

    Machine Learning: Positive and Negative Learnability Results - Lecture 16

    Vapnik-Chervonenkis Theorem and Statistical Learning Theory
    Kolmogorov-Seminar

    Vapnik-Chervonenkis Theorem and Statistical Learning Theory

    How Good is a Learning Algorithm? Quantifying the Learning Process - Lecture 7B
    UofU Data Science

    How Good is a Learning Algorithm? Quantifying the Learning Process - Lecture 7B

    PAC Learning in Machine Learning Theory - Lecture 13
    UofU Data Science

    PAC Learning in Machine Learning Theory - Lecture 13

    Beyond Worst-Case Analysis - Panel Discussion
    Simons Institute

    Beyond Worst-Case Analysis - Panel Discussion

    Optimal Transport for Machine Learning - Gabriel Peyre, Ecole Normale Superieure
    Alan Turing Institute

    Optimal Transport for Machine Learning - Gabriel Peyre, Ecole Normale Superieure

    Reinforcement Learning in Feature Space: Complexity and Regret
    Simons Institute

    Reinforcement Learning in Feature Space: Complexity and Regret

    Exploration with Limited Memory - Streaming Algorithms for Coin Tossing, Noisy Comparisons, and Multi-Armed Bandits
    Association for Computing Machinery (ACM)

    Exploration with Limited Memory - Streaming Algorithms for Coin Tossing, Noisy Comparisons, and Multi-Armed Bandits