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Ch. 1. Mathematical aesthetics. 1. Why mathematical aesthetics. 2. All things are numbers. 3. Flat space versus curved space. 4. Some nonlinear equations. 5. Mathematical aesthetic principles. 6. The aesthetic field equations (gamma equations). 7. Other relations obtained from t…
Mathematical aesthetics is not discussed as a separate discipline in other books than this, even though it is reasonable to suppose that the foundations of physics lie in mathematical aesthetics. This book presents a list of mathematical principles that can be classified as "aes…