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Contents **Contents**

- Example of proof by induction on the integers
- Induction on the integers and ordinals
- Functions that grow rapidly
- Constructing a real from a subset of the integers
- The axioms of ZFC set theory
- Discretizing a continuous equation
- Integration as the limit of sums
- A sine wave or pure tone
- An impulse has all frequencies
- Configuration space
- Polarized waves
- Polarizing filter
*Adding*a polarizing filter allows light to get through- Experiment to test locality
- Correlation predictions
- Simple discretized finite difference equation plot

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