Simons Institute for the Theory of Computing

Simons Institute for the Theory of Computing

Views:
6,304,334
Subscribers:
68,700
Videos:
5,454
Duration:
173:07:02:50
United States
United States

Simons Institute for the Theory of Computing is an American YouTube content creator with at least 68.7 thousand subscribers. He published around 5.45 thousand videos which altogether total roughly 6.3 million views.

Created on ● Channel Link: https://www.youtube.com/channel/UCW1C2xOfXsIzPgjXyuhkw9g





Top 500 Most Liked Videos by Simons Institute for the Theory of Computing


Video TitleRatingCategoryGame
401.Computer Vision after the Victory of Data40
402.On Implicit Regularization in Deep Learning40
403.Privacy Amplification by Sampling and Renyi Differential Privacy40
404.Benign Overfitting in Linear Prediction40
405.Logic and Probabilistic Circuits 140Vlog
406.Coding for DNA-based Storage Systems40
407.Min-Max Optimization (Part II)40
408.Thalamocortical System II39
409.Language as a Scaffold for Reinforcement Learning39
410.Robust Estimation of Mean and Covariance39
411.Learning by Local Entropy Maximization39
412.The Power of Random Quantum Circuits39
413.MOPO: Model-Based Offline Policy Optimization39
414.Mini Crash Course: The Classical PCP Theorem39
415.Insights on Gradient-Based Algorithms in High-Dimensional Learning39
416.Beyond Language: Scaling up Robot Ontogeny39
417.Mind Over Data: The One Thing You Know and Machines Don't39
418.Generalization II38
419.Random Circuit Sampling: Thoughts and Open Problems38
420.Specification, Verification and Synthesis in Cyberphysical Systems38
421.Differential Privacy: Fundamentals to Forefront I38
422.Meta-learning of Optimizers and Update Rules38
423.Robustness, Stochastics, Uncertainty 138
424.When is Scale Enough?38
425.Logic in Computer Science, Engineering and Industry38Vlog
426.Verifiable Quantum Advantage Without Structure | Quantum Colloquium38
427.Modeling Cancer Evolution from Genomic Data38
428.On the Usefulness of the Strong Exponential Time Hypothesis38
429.Sketching for Linear Algebra: Basics of Dimensionality Reduction and CountSketch I37
430.A Classical Algorithm Framework for Dequantizing Quantum Machine Learning37
431.Statistical Physics and Computation in High Dimension37
432.Michael Cohen and High-dimensional Probability37
433.Kernel Methods For Causal Inference37
434.Optimization: Interior Point Methods Part 137
435.The Power and Limitations of Kernel Learning37
436.Garbled Circuits I37
437.Are we aging well?37
438.Representational and Optimization Properties of Deep Residual Networks37
439.Graph Data Structures Part 137
440.Reinforcement Learning in Feature Space: Complexity and Regret37
441.Quantum Fault Tolerance with Flag Qubits | Quantum Colloquium37
442.Matrix Data Structures37
443.What Does `Real Time' Mean37
444.Kernel-Based Methods for Bandit Convex Optimization37
445.Lattices and Encrypted Computation37
446.How Quantum is D-Wave?36
447.Adversarial Examples36
448.Graph Linear Algebra Part 136
449.Ancestral Population Genomics with Coalescent Hidden Markov Models36
450.What Do the Theory of Computing and the Movies Have in Common?36
451.Look-ahead SAT Solvers: Smart vs. Fast36
452.Learning Representations for Active Vision36
453.Simons Institute Polylogues: Algorithmic Fairness and Quantum Computation36Vlog
454.Off-policy Policy Optimization36
455.Theory of Computation II36
456.Provably Efficient Machine Learning for Quantum Many-Body Problems36
457.The Brain and Body Compute Together: Neuromechanics and Sensorimotor Control36
458.A View of Cortex from the Thalamus36
459.Mapping Neural Connections and Their Development I36
460.Analyzing Optimization and Generalization in Deep Learning via Dynamics of Gradient Descent36
461.The Deep Learning Revolution: What Does It Tell Us About Our Understanding of Intelligence?36
462.A Cost Function for Similarity-Based Hierarchical Clustering36
463.Implicit Regularization I36
464.Computation in Networks of Neurons in the Brain I36
465.Panel & Questions | Quantum Colloquium36
466.Recent Progress in Algorithmic Robust Statistics via the Sum-of-Squares Method36
467.Mixed Autonomy Traffic: A Reinforcement Learning Perspective36
468.Applied Hodge Theory36
469.Computing Sheaf Cohomology for Products of Projective Spaces35
470.Evaluating Neural Network Representations Against Human Cognition35
471.Online Learning and Online Convex Optimization II35
472.Unbiased Estimation of the Spectral Properties of Large Implicit Matrices35
473.Let's Make Block Coordinate Descent Go Fast35
474.Optimization's Untold Gift to Learning: Implicit Regularization35
475.Automata Learning -- Infinite Alphabets and Application to Verification35
476.Across the Watershed: Unifying Perspectives on Optimization35
477.Sampling Crash Course35
478.Optimal Iterative Algorithms for Problems With Random Data35
479.Combinatorial Properties of the Weisfeiler-Leman Algorithm35
480.Scaling Data-Constrained Language Models35
481.Sparse PCA in High Dimensions35
482.Richard M. Karp Distinguished Lecture – Safe Learning in Robotics35
483.Nonconvex Optimization for High-dimensional Learning: From ReLUs to Submodular Maximization35
484.Formal Languages and Automata for Reward Function Specification and Efficient Reinforcement Learning35
485.Mean-Field Theory of Two-Layers Neural Networks: Dimension Free Bounds and Example34
486.Biophysics of Computation I34
487.Gradient Flows and Optimal Transport in Discrete and Quantum Systems34
488.Thresholds34
489.Improved Bounds for the Sunflower Lemma34
490.Competitive Analysis of Online Algorithms I34
491.Introduction to Cancer Bioinformatics II: Tumor Phylogeny34
492.Games: From Logic and Automata to Algorithms 134
493.Classical Approaches to Simulating Quantum Chemistry34
494.Machine Learning-based Design of Proteins and Small Molecules34
495.Fully Homomorphic Encryption II34
496.Probabilistic Programming for Augmented Intelligence34
497.Sequential Decision Making: Prophets and Secretaries I34
498.A (Slightly) Improved Approximation Algorithm for Metric TSP34
499.Deterministic Approximation of the Ising Partition Function34
500.Quantum Algorithm for Simulating Real Time Evolution of Lattice Hamiltonians34