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Explore Spatial Logistic Gaussian Processes theory and practice for transforming scattered data samples into comprehensive distribution fields.
Explore well-posedness of singular switched explicit models and their applications in model-based reinforcement learning for constrained systems.
Explore advanced stochastic gradient methods using least-squares control variates to reduce variance in optimization algorithms for machine learning and uncertainty quantification.
Discover how to transform scattered data samples into continuous probability distribution fields using Spatial Logistic Gaussian Processes theory and practical applications.
Explore nonparametric smoothing techniques for directional and axial data with Professor Lutz Duembgen from Universität Bern in this specialized statistical seminar.
Discover advanced techniques for learning controlled stochastic differential equations in machine learning and statistical prediction uncertainty applications.
Discover how differential operators connect to machine learning algorithms in this advanced mathematical exploration by Professor Houman Owhadi from Caltech.
Delve into advanced Markov processes and transdimensional sampling techniques for Bayesian survival models, exploring mathematical applications in stochastic systems and anomalous diffusion.
Delve into the mathematical analysis of multidimensional elephant random walks, exploring their recurrence and transience properties through advanced stochastic systems theory.
Delve into advanced mathematical concepts exploring random walk isomorphism theorems and their applications to spin systems, presented by Dr. Swan from EPFL.
Delve into advanced mathematical concepts of Langevin Monte Carlo methods, exploring extensions beyond traditional Lipschitz gradient continuity constraints in stochastic systems.
Discover how to create and evaluate longitudinal synthetic datasets for population reconstruction, focusing on probabilistic data linkage methods and statistical verification techniques.
Delve into advanced mathematical analysis of Gibbs sampling for log-smooth strongly log-concave distributions, exploring mixing time bounds and high-probability isoperimetric inequalities in n-dimensional space.
Explore the application and challenges of Piecewise Deterministic Monte Carlo methods in latent variable models, focusing on unbiased gradient properties and theoretical developments.
Delve into functional-analytic approaches for analyzing Markov processes, exploring geometric inequalities and their applications in both reversible diffusion processes and discrete-time Markov chains.
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