''Quantum'' Rational Numbers
Valentin Ovsienko introduces a novel q-deformed cross-ratio, connecting classical geometry, combinatorics, and mathematical physics through the lens of 'quantum' rational numbers.
Peer-curated academic archive from CNRS, comprising 3 recorded lectures in Mathematics, Engineering, Control & Robotics.
Self-contained research seminars, public lectures, and invited colloquia.
Valentin Ovsienko introduces a novel q-deformed cross-ratio, connecting classical geometry, combinatorics, and mathematical physics through the lens of 'quantum' rational numbers.
An exploration of p-adic Hodge theory, tracing its development and the pivotal contributions of Gerd Faltings. This lecture details the relationship between étale cohomology and differential forms over p-adic fields.
Jocelyne Troccaz traces the evolution of human-like automata to advanced surgical robotics at Grenoble, exploring technological advancements that compensate for perceptual and dexterity loss in minimally invasive procedures.
Professors, researchers, and invited lecturers recorded at CNRS.
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