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Introduction
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Classroom Contents
Chaos Theory and Geometry - Can They Predict Our World? With Tim Palmer
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- 1 Introduction
- 2 Illustrating Chaos Theory with pendulums demo
- 3 Fractal geometry: A bridge from Newton to 20th Century mathematics
- 4 The three great theorems of 20th Century mathematics
- 5 The concept of State Space
- 6 Lorenz State Space
- 7 Cantor's Set and the prototype fractal
- 8 Hilbert's Decision Problem
- 9 The link between 20th Century mathematics and fractal geometry
- 10 The predictability of chaotic systems
- 11 Predicting hurricanes with chaos theory
- 12 The Bell experiment: proving the universe is not real?
- 13 Counterfactuals in Bell's theorem
- 14 Applying fractals to Bell's theorem
- 15 The end of spatial reductionism
