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Explore condensed mathematics in Mathlib with Dagur Asgeirsson, delving into advanced mathematical concepts and their implementation in the Lean theorem prover's mathematics library.
Explore ELPI, a programming language for implementing type-checkers and elaborators. Learn its features, applications, and potential in theorem proving and meta-programming.
Learn to create interactive visualizations and widgets for the Lean 4 proof assistant, enhancing mathematical communication and exploration of formal proofs and computations.
Explore the aesthetics of mathematical formalization, examining how beauty in mathematics adapts to mechanization and automation, with illustrative examples of elegant definitions and proofs.
Tools for transforming informal mathematics to formal and vice versa, aiming to enhance mathematical understanding. Explores Lean blueprint infrastructure and Informal Lean for collaborative formalization projects and customizable proof detailing.
Explore the integration of a graph database into a proof assistant, enhancing mathematical reasoning capabilities and streamlining complex proofs in formal verification.
Explore formalisation of combinatorial optimisation theory in Isabelle/HOL, focusing on matching theory and its mathematical implications for computer science and applied mathematics.
Exploring fundamental mathematical concepts that arise naturally from simple theories, revealing unexpected connections and rich structures in algebra, category theory, and computer science.
Explore inverse isoperimetric problems in graphs, focusing on the Fourier-Entropy-Influence conjecture and related inequalities. Progress and applications in PAC learning discussed.
Explore inverse isoperimetric problems in graphs, focusing on the Fourier-Entropy-Influence conjecture and related inequalities. Progress and applications discussed.
Explores discrete minimizers of Ginzburg-Landau energy in finite element spaces, focusing on parameter κ's influence on vortex lattices and mesh resolution conditions for accurate numerical simulations.
Explore a nonlocal model for dynamic brittle damage, examining its phases, evolution, and energy balance. Learn how this approach relates to Griffith fracture energy and Navier's equation for crack propagation.
Explore the asymptotics of optimal constants in Khinchine-Kahane inequality, examining classical moment inequalities for Rademacher sums and recent developments in this century-old field of study.
Explores inverse isoperimetric problems in graphs, focusing on the Fourier-Entropy-Influence conjecture and related inequalities, with applications to PAC learning and other areas.
Explore recent developments in sharp Fourier restriction theory over finite fields, examining the intersection of two key areas in mathematical research.
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