Introduction to Econometrics
Comprehensive exploration of econometric analysis, covering linear regression, hypothesis testing, STATA applications, and advanced models like logit, probit, and tobit.
Constrained and Unconstrained Optimization
Comprehensive exploration of optimization techniques, covering linear and nonlinear programming, integer programming, transportation problems, and multi-objective decision making.
Andrew Wiles Talks to Hannah Fry
Renowned mathematician Andrew Wiles discusses his work on Elliptic Curves and shares insights on motivation, resilience, and mathematics education in a captivating conversation with Hannah Fry.
The Law of the Few
Explore how a small group of influencers shape information flow in social networks, using mathematical models and experiments to explain this phenomenon and its economic implications.
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.
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.
The Travelling Santa Problem and Other Seasonal Challenges - Marcus du Sautoy
Explore festive mathematical challenges, from Santa's route optimization to holiday-themed algorithms, in this engaging lecture on the unexpected intersections of math and seasonal traditions.
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.
Numerical Solution of Differential Equations - Oxford Mathematics 3rd Year Student Lecture
Explore numerical methods for solving differential equations in scientific applications, focusing on Euler's method and its applications in cosmological simulations.
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.
Ideas for a Complex World - Anna Seigal
Explore mathematical tools for understanding complex data, their applications in disease treatment, exam predictions, and advertising, and the limitations of these approaches in real-world scenarios.
Geometry - Scalar Triple Product: Oxford Mathematics First Year Student Lecture
Explore scalar triple product in geometry, including its definition, properties, and applications in calculating volumes of parallelepipeds, with Oxford Mathematics professor Derek Moulton.
How Learning Ten Equations Can Improve Your Life - David Sumpter
Discover how ten mathematical equations can enhance decision-making, improve relationships, and lead to personal growth in various aspects of life.
Wrinkling - Oxford Mathematics Research Seminar
Explore the mathematics of wrinkling, from bicycles to empanadas, in this Oxford research seminar. Delve into complex concepts like Gaussian curvature, isometries, and elastica, with real-world applications and experiments.
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.
Why Does Rudolph Have a Shiny Nose? - Chris Budd
Explore Christmas traditions through a mathematical lens, uncovering surprising insights about voting, Santa's chimney descents, and holiday customs.
Productive Generalization - Timothy Gowers
Explore mathematical generalization with Timothy Gowers as he demonstrates how it drives progress in problem-solving, from fractional dimensions to the Hales-Jewett Theorem.
Waves and Resonance
Explore waves and resonance through musical instruments, vacuum cleaners, and invisibility cloaks. Discover the fascinating mathematics behind sound and light manipulation.