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 200 Most Liked Videos by Simons Institute for the Theory of Computing


Video TitleRatingCategoryGame
101.Stochastic Gradient MCMC for Independent and Dependent Data Sources113
102.Real-Time Convex Optimization111
103.Adversarial Examples in Deep Learning110
104.Geometric Aspects of Sampling and Optimization110
105.Markov Chain Mixing Times and Applications I110
106.Build an Ecosystem, Not a Monolith108
107.SAT-Solving106
108.Distributional Robustness, Learning, and Empirical Likelihood106
109.On the Foundations of Deep Learning: SGD, Overparametrization, and Generalization106
110.Optimal Power Flow: Relaxation, Online Algorithm, Fast Dynamics105
111.Sparks of Artificial General Intelligence105
112.Watermarking of Large Language Models104
113.The Mathematics of Lattices II104
114.Optimization Crash Course104
115.PBFT and Blockchains104
116.Statistical Inference I102
117.An Integrated Cognitive Architecture102
118.Why are Many-Body Problems in Physics so Difficult?102
119.Mad Max: Affine Spline Insights into Deep Learning100
120.Flexible Neural Networks and the Frontiers of Meta-Learning100
121.Thalamocortical System I100
122.Theory of Computation I99
123.A Brief History of Practical Garbled Circuit Optimizations99
124.Classical Shadows of Quantum States | Quantum Colloquium99
125.The Learning With Errors Problem and Cryptographic Applications98
126.Online Learning and Online Convex Optimization I97
127.Berkeley in the 80s, Episode 1: Shafi Goldwasser97Show
128.Recent Progress in High-Dimensional Learning96
129.Introduction to Quantum Chemistry95
130.User-Friendly Tools for Random Matrices I95
131.A Brief Introduction to Theoretical Foundations of Machine Learning and Machine Teaching95
132.The Asteroid Terrestrial-impact Last Alert System (ATLAS)94
133.Zero Knowledge from the Discrete Logarithm Problem93Vlog
134.Are Polar Codes Practical?93
135.Introduction to Practical FHE and the TFHE Scheme93
136.Sketching Big Data92
137.Introduction to Quantum Hamiltonian Complexity92
138.The Geometry of Matroids91
139.Min-Max Optimization (Part I)91
140.Lessons Learned from Evaluating the Robustness of Defenses to Adversarial Examples91
141.Polar Codes II90
142.Training on the Test Set and Other Heresies90
143.Tutorial: Statistical Learning Theory and Neural Networks I90Tutorial
144.Crash Course on Optimal Transport89
145.Independent Component Analysis: From Theory to Practice and Back89
146.Linear Logic, Session Types and Deadlock-Freedom88
147.The Green-Tao Theorem and a Relative Szemeredi Theorem88
148.The Power of Graph Learning | Richard M. Karp Distinguished Lecture88
149.Backpropagation and Deep Learning in the Brain88
150.Towards Reliable Use of Large Language Models: Better Detection, Consistency, and Instruction-Tuning87Tutorial
151.Interior Point Methods 187
152.Introduction to Data Structures and Optimization for Fast Algorithms86
153.Optimization for Machine Learning II86
154.Recent Progress in Quantum Advantage86
155.A Variational Inequality Framework for Network Games: Existence, Uniqueness, ...86
156.High-Dimensional Statistics II85
157.A Personal Viewpoint on Probabilistic Programming85
158.Panel Discussion on Potential for Quantum Advantage in Machine Learning | Quantum Colloquium84Discussion
159.Trends in Large-scale Nonconvex Optimization84
160.A Tutorial on Reinforcement Learning II84
161.Quantum Supremacy: Checking a Quantum Computer with a Classical Supercomputer83
162.Is There Evidence of Exponential Quantum Advantage in Quantum Chemistry? | Quantum Colloquium83
163.The Imitation Learning View of Structured Prediction83
164.The Digital Fence: Taiwan’s Response to COVID-1982
165.Accurate, Fast, and Model-Aware Transcript Expression Quantification with Salmon82
166.Panel Discussion82Discussion
167.Generalization I81
168.Submodularity: Theory and Applications II80
169.Offline Reinforcement Learning and Model-Based Optimization79
170.Interactive Proofs (Part I)79
171.Lattices: Algorithms, Complexity, and Cryptography79
172.Optimal Transport and PDE: Gradient Flows in the Wasserstein Metric79
173.Polar Codes III79
174.Big Data: The Computation/Statistics Interface78
175.Stochastic Programming Approach to Optimization Under Uncertainty (Part 1)77
176.Selective Inference and False Discovery Rate I77
177.Analysis and Design of Optimization Algorithms via Integral Quadratic Constraints77
178.Equilibrium Computation and Machine Learning77
179.Using Lattices for Cryptanalysis76
180.Pattern Separation and Completion in Subregions of the Hippocampus76
181.Feedback Control Theory: Architectures and Tools for Real-Time Decision Making I76
182.Safety-Critical Autonomous Systems: What is Possible? What is Required?75
183.First-Order Stochastic Optimization75
184.Tensor Decomposition I75
185.Thinking Algorithmically About Impossibility75
186.Online Learning and Bandits (Part 1)74
187.Deep Robotic Learning74
188.Optimization Crash Course (continued)73
189."The Problem with Qubits"73
190.The Alignment Problem: Machine Learning and Human Values73
191.Quantum Supremacy via Boson Sampling: Theory and Practice | Quantum Colloquium73
192.Machine-Checked Proofs and the Rise of Formal Methods in Mathematics | Theoretically Speaking73
193.Oblivious RAM I72
194.Quantum-Inspired Classical Linear Algebra72
195.Introduction to Causal Graphical Models: Graphs, d-separation, do-calculus72
196.Cortical Travelling Waves: Mechanisms and Computational Principles71
197.Beyond Computation: The P versus NP question71
198.Are Aligned Language Models “Adversarially Aligned”?70
199.Studying Generalization in Deep Learning via PAC-Bayes70
200.Analyzing Optimization and Generalization in Deep Learning via Trajectories of Gradient Descent69