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Optimization-in-loop AI framework for climate action: enhancing ML models with physics, constraints, and decision-making processes for energy grids, building efficiency, and more.
Explore deep learning techniques for untangling genome assembly graphs, improving accuracy and efficiency in DNA sequencing without manual intervention.
Explore quantum simulation's origins, relevance, and key concepts with Nathan Wiebe. Delve into Schrödinger equations, Hamiltonian simulation, and Taylor's theorem in this comprehensive lecture.
Explore quantum algorithms, focusing on Grover's algorithm, with mathematical foundations, quantum circuits, and practical applications in this comprehensive introduction.
Explore mathematical and computational challenges in quantum computing through workshops and collaborations, focusing on empowering mathematics to impact quantum information science and vice versa.
Explore computer-assisted proofs in quadratic forms arithmetic, covering equivalence, representation, local-global principles, and modular forms. Gain insights into complex computations across mathematics.
Explore HolPy, a new proof assistant for verifying symbolic computation using a user-friendly interface similar to computer algebra systems, with examples and future directions.
Explore deep learning's impact on interactive theorem proving, challenges in formal mathematics, and future possibilities in machine-assisted proofs.
Explore autoformalization using large language models for translating natural language math to formal proofs, advancing formal verification and AI in mathematics.
Explore formal mathematics' potential to revolutionize mathematical exposition, focusing on benefits beyond proof verification and its impact on mathematicians and students.
Explore reinforcement learning techniques to find counterexamples in graph theory and combinatorics, resolving open problems and improving existing solutions.
Explore the Lean proof assistant's capabilities, challenges, and impact on mathematics with Microsoft Research's Leonardo de Moura in this comprehensive introduction.
Explore how machine learning aids mathematicians in formulating conjectures, focusing on a discovery linking low-dimensional topology and geometry, with insights on the method's potential and limitations.
Explore the history and future of machine-assisted proofs with John Harrison, covering early developments, current themes, and potential research directions in formalization and automated reasoning.
Explore the challenges of formalizing mathematics for computers, examining unspoken conventions, proof assistant techniques, and potential solutions for flexible, user-extensible systems.
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