101. | Stochastic Gradient MCMC for Independent and Dependent Data Sources | 113 | |
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102. | Real-Time Convex Optimization | 111 | |
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103. | Adversarial Examples in Deep Learning | 110 | |
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104. | Geometric Aspects of Sampling and Optimization | 110 | |
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105. | Markov Chain Mixing Times and Applications I | 110 | |
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106. | Build an Ecosystem, Not a Monolith | 108 | |
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107. | SAT-Solving | 106 | |
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108. | Distributional Robustness, Learning, and Empirical Likelihood | 106 | |
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109. | On the Foundations of Deep Learning: SGD, Overparametrization, and Generalization | 106 | |
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110. | Optimal Power Flow: Relaxation, Online Algorithm, Fast Dynamics | 105 | |
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111. | Sparks of Artificial General Intelligence | 105 | |
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112. | Watermarking of Large Language Models | 104 | |
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113. | The Mathematics of Lattices II | 104 | |
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114. | Optimization Crash Course | 104 | |
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115. | PBFT and Blockchains | 104 | |
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116. | Statistical Inference I | 102 | |
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117. | An Integrated Cognitive Architecture | 102 | |
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118. | Why are Many-Body Problems in Physics so Difficult? | 102 | |
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119. | Mad Max: Affine Spline Insights into Deep Learning | 100 | |
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120. | Flexible Neural Networks and the Frontiers of Meta-Learning | 100 | |
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121. | Thalamocortical System I | 100 | |
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122. | Theory of Computation I | 99 | |
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123. | A Brief History of Practical Garbled Circuit Optimizations | 99 | |
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124. | Classical Shadows of Quantum States | Quantum Colloquium | 99 | |
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125. | The Learning With Errors Problem and Cryptographic Applications | 98 | |
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126. | Online Learning and Online Convex Optimization I | 97 | |
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127. | Berkeley in the 80s, Episode 1: Shafi Goldwasser | 97 | Show |
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128. | Recent Progress in High-Dimensional Learning | 96 | |
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129. | Introduction to Quantum Chemistry | 95 | |
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130. | User-Friendly Tools for Random Matrices I | 95 | |
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131. | A Brief Introduction to Theoretical Foundations of Machine Learning and Machine Teaching | 95 | |
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132. | The Asteroid Terrestrial-impact Last Alert System (ATLAS) | 94 | |
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133. | Zero Knowledge from the Discrete Logarithm Problem | 93 | Vlog |
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134. | Are Polar Codes Practical? | 93 | |
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135. | Introduction to Practical FHE and the TFHE Scheme | 93 | |
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136. | Sketching Big Data | 92 | |
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137. | Introduction to Quantum Hamiltonian Complexity | 92 | |
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138. | The Geometry of Matroids | 91 | |
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139. | Min-Max Optimization (Part I) | 91 | |
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140. | Lessons Learned from Evaluating the Robustness of Defenses to Adversarial Examples | 91 | |
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141. | Polar Codes II | 90 | |
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142. | Training on the Test Set and Other Heresies | 90 | |
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143. | Tutorial: Statistical Learning Theory and Neural Networks I | 90 | Tutorial |
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144. | Crash Course on Optimal Transport | 89 | |
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145. | Independent Component Analysis: From Theory to Practice and Back | 89 | |
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146. | Linear Logic, Session Types and Deadlock-Freedom | 88 | |
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147. | The Green-Tao Theorem and a Relative Szemeredi Theorem | 88 | |
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148. | The Power of Graph Learning | Richard M. Karp Distinguished Lecture | 88 | |
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149. | Backpropagation and Deep Learning in the Brain | 88 | |
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150. | Towards Reliable Use of Large Language Models: Better Detection, Consistency, and Instruction-Tuning | 87 | Tutorial |
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151. | Interior Point Methods 1 | 87 | |
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152. | Introduction to Data Structures and Optimization for Fast Algorithms | 86 | |
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153. | Optimization for Machine Learning II | 86 | |
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154. | Recent Progress in Quantum Advantage | 86 | |
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155. | A Variational Inequality Framework for Network Games: Existence, Uniqueness, ... | 86 | |
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156. | High-Dimensional Statistics II | 85 | |
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157. | A Personal Viewpoint on Probabilistic Programming | 85 | |
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158. | Panel Discussion on Potential for Quantum Advantage in Machine Learning | Quantum Colloquium | 84 | Discussion |
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159. | Trends in Large-scale Nonconvex Optimization | 84 | |
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160. | A Tutorial on Reinforcement Learning II | 84 | |
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161. | Quantum Supremacy: Checking a Quantum Computer with a Classical Supercomputer | 83 | |
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162. | Is There Evidence of Exponential Quantum Advantage in Quantum Chemistry? | Quantum Colloquium | 83 | |
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163. | The Imitation Learning View of Structured Prediction | 83 | |
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164. | The Digital Fence: Taiwan’s Response to COVID-19 | 82 | |
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165. | Accurate, Fast, and Model-Aware Transcript Expression Quantification with Salmon | 82 | |
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166. | Panel Discussion | 82 | Discussion |
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167. | Generalization I | 81 | |
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168. | Submodularity: Theory and Applications II | 80 | |
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169. | Offline Reinforcement Learning and Model-Based Optimization | 79 | |
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170. | Interactive Proofs (Part I) | 79 | |
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171. | Lattices: Algorithms, Complexity, and Cryptography | 79 | |
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172. | Optimal Transport and PDE: Gradient Flows in the Wasserstein Metric | 79 | |
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173. | Polar Codes III | 79 | |
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174. | Big Data: The Computation/Statistics Interface | 78 | |
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175. | Stochastic Programming Approach to Optimization Under Uncertainty (Part 1) | 77 | |
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176. | Selective Inference and False Discovery Rate I | 77 | |
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177. | Analysis and Design of Optimization Algorithms via Integral Quadratic Constraints | 77 | |
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178. | Equilibrium Computation and Machine Learning | 77 | |
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179. | Using Lattices for Cryptanalysis | 76 | |
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180. | Pattern Separation and Completion in Subregions of the Hippocampus | 76 | |
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181. | Feedback Control Theory: Architectures and Tools for Real-Time Decision Making I | 76 | |
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182. | Safety-Critical Autonomous Systems: What is Possible? What is Required? | 75 | |
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183. | First-Order Stochastic Optimization | 75 | |
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184. | Tensor Decomposition I | 75 | |
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185. | Thinking Algorithmically About Impossibility | 75 | |
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186. | Online Learning and Bandits (Part 1) | 74 | |
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187. | Deep Robotic Learning | 74 | |
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188. | Optimization Crash Course (continued) | 73 | |
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189. | "The Problem with Qubits" | 73 | |
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190. | The Alignment Problem: Machine Learning and Human Values | 73 | |
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191. | Quantum Supremacy via Boson Sampling: Theory and Practice | Quantum Colloquium | 73 | |
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192. | Machine-Checked Proofs and the Rise of Formal Methods in Mathematics | Theoretically Speaking | 73 | |
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193. | Oblivious RAM I | 72 | |
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194. | Quantum-Inspired Classical Linear Algebra | 72 | |
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195. | Introduction to Causal Graphical Models: Graphs, d-separation, do-calculus | 72 | |
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196. | Cortical Travelling Waves: Mechanisms and Computational Principles | 71 | |
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197. | Beyond Computation: The P versus NP question | 71 | |
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198. | Are Aligned Language Models “Adversarially Aligned”? | 70 | |
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199. | Studying Generalization in Deep Learning via PAC-Bayes | 70 | |
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200. | Analyzing Optimization and Generalization in Deep Learning via Trajectories of Gradient Descent | 69 | |
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