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Introduction
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Machine learning has revolutionized many fields
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Can we use machine learning to find new algorithms
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What are the challenges of machine learning
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Outline
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Matrix multiplication tensor
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Matrix multiplication algorithm
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Improving asymptotic complexity
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Math problem
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Model
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Challenges
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Action Space
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Alpha Zero
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Training
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Synthetic data
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Tensor rank
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architecture
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attention
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machine learning architecture
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overall system
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results
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example
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open source
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bilinear algorithm
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rewards function
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performance improvements
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limitations
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applications
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why
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possible
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inference TPU
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Algorithmic Discovery
Description:
Explore machine learning techniques for computing tensor rank in this insightful lecture from the Workshop on Tensors: Quantum Information, Complexity and Combinatorics. Delve into the challenges of tensor rank computation and discover a novel approach using deep reinforcement learning. Learn how the problem is reframed as a single-player game and how AI agents, similar to those used in Chess and Go, are adapted for this mathematical challenge. Examine the groundbreaking AlphaTensor agent and its application in finding new efficient matrix multiplication algorithms. Gain insights into the action space, training process, and architectural components of the system. Discuss the implications of this research, including performance improvements, limitations, and potential applications in algorithmic discovery. Understand the significance of this work in advancing fields such as mathematics, computer science, and signal processing.

Machine Learning for Computing Tensor Rank

Centre de recherches mathématiques - CRM
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