The Butterfly Effect - What Does It Really Signify?
Explore chaos theory, determinism, and unpredictability through the lens of Ed Lorenz's work and the true meaning of the Butterfly Effect in meteorology and climate physics.
The Mathematics of Visual Illusions - Ian Stewart
Explore visual illusions and their mathematical underpinnings with Ian Stewart, uncovering how the brain processes ambiguous information and makes perceptual decisions.
How Can We Understand Our Complex Economy?
Explore complex systems approach to economics, blending insights from physical and natural sciences to predict and mitigate economic crises, offering a new perspective on global financial challenges.
Fashion, Faith, and Fantasy - Roger Penrose
Renowned physicist Roger Penrose explores how fashion, faith, and fantasy influence modern physics, examining string theory, quantum mechanics, and cosmology while reflecting on their role in his own work.
Modelling Genes
Explore genetic variation patterns through mathematical models, examining inheritance, natural selection, and population dynamics to interpret DNA data and understand evolutionary mechanisms.
What We Cannot Know - Marcus du Sautoy
Explore the limits of scientific knowledge with Marcus du Sautoy as he delves into fundamental questions about the universe, consciousness, and the boundaries of human understanding.
Why There Are No Three-Headed Monsters
Explore developmental constraints, brain tumors, and marriage dynamics through mathematical biology, offering insights into morphogenesis, medical interventions, and relationship predictions.
Spacetime Singularities - Roger Penrose, Dennis Lehmkuhl and Melvyn Bragg
Explore black holes with Nobel Laureate Roger Penrose, discussing their discovery, mathematical foundations, and impact on physics. Delve into relativity, spacetime, and the groundbreaking 1965 theorem.
Quantum Theory - The Heisenberg Uncertainty Principle: Oxford Mathematics 2nd Year Student Lecture
Explore the Heisenberg Uncertainty Principle in quantum theory, its mathematical proof, and physical implications for measuring particle position and momentum.
How Do Mathematicians Model Infectious Disease Outbreaks?
Explore mathematical modeling of infectious diseases, including outbreak shapes, compartmental modeling, and using models to inform control strategies and vaccination efforts.
Waves and Resonance
Explore waves and resonance through musical instruments, vacuum cleaners, and invisibility cloaks. Discover the fascinating mathematics behind sound and light manipulation.
The Universe Speaks in Numbers
Explore the 350-year relationship between Mathematics and Physics, its historical significance, and future prospects in this engaging Oxford Mathematics Public Lecture.
Chasing the Dragon - Tidal Bores in the UK and Elsewhere
Explore tidal bores through physics, mathematics, and cultural perspectives. Discover analogies with tsunamis, rainbows, and quantum concepts in this insightful lecture by Michael Berry.
The Number Mysteries - Marcus du Sautoy
Explore the unexpected applications of mathematics in predicting the future, from prime numbers to football, in this engaging lecture by Marcus du Sautoy.
Eschermatics - Roger Penrose
Explore the fascinating intersection of mathematics and art with Roger Penrose as he delves into Escher's influence on his groundbreaking work in cosmology and tiling.
Scaling the Maths of Life
Explore mathematical links between biological scales, from developmental biology to ecology and neuroscience, through real-life examples, games, and elegant mathematical concepts.
Mathematical Modelling in Biology - Infectious Disease Modelling - Lecture 3
Explore infectious disease spread using the Kermack McKendrick model, deriving the 'R' number and its significance in epidemiology. Gain insights into mathematical biology applications.
Mathematical Modelling in Biology - Neuronal Signalling
Explore Nobel Prize-winning neuronal signalling models, including Hodgkin-Huxley and Fitzhugh-Nagumo, to understand how neurons generate and propagate electrical signals vital for bodily communication.
Mathematical Modelling in Biology - Enzyme Kinetics and Perturbation Theory - Lecture 2
Explore enzyme-substrate reactions using separation of timescales and perturbation analysis to derive solutions and simplify complex biological systems.
The Potential for AI in Science and Mathematics
Renowned mathematician Terry Tao explores AI's potential in advancing scientific and mathematical research, followed by a discussion with Po-Shen Loh on the future of AI in academia.
Economics of IPR
Explore the economic aspects of intellectual property rights, from patents to copyrights, and their global impact on trade, development, and innovation.