Overview
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Explore the fascinating intersection of biolocomotion and quantum foundations in this Oxford Mathematics Public Lecture. Delve into the world of surface tension-based locomotion in nature, where creatures navigate water surfaces with remarkable efficiency. Transition to the intriguing phenomenon of droplets bouncing on vibrating liquid baths, guided by their own wave fields. Discover how this seemingly simple system reproduces quantum-like behaviors, challenging our understanding of quantum mechanics. Learn about hidden variable theories, pilot waves, and Bell's Theorem as Professor John Bush of MIT connects these diverse topics through a common mathematical framework. Gain insights into the philosophical implications of hydrodynamic quantum analogs and their potential to reshape our understanding of quantum foundations.
Syllabus
Intro
Surface Tension
Walking on water
Hidden variable theories
A brief history
A key feature
Dynamics
Wheres your money
Mean wave field
Pilot wave
Fadel oscillations
Quantum analogues
Bells Theorem
Conclusions
Thank you
Taught by
Oxford Mathematics
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Reviews
5.0 rating, based on 1 Class Central review
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This is an awesome presentation and lecture. I've been thinking for a while how would an object walk on water? But in this lecture, walking on water, from biolocomotion to quantum foundations really pin it down.