ITM: Exercise 1.5.19
Jordan liked to decompose things...
An Ideal Computation
Cantor-Vitali Set: A Non-Borel-Measurable Set of Measure Zero
Computing the de Rham Cohomology of Grassmann Manifolds in MATLAB
Introduction to Measure Theory: Exercise 1.5.11
Introducing Cognitive Physics: The Geometry of Thought
For centuries, thinkers have studied cognition through philosophy, linguistics, and psychology. But what if cognition follows physical laws? What if thought itself has an underlying geometric structure? This is the foundation of Cognitive Physics, a new framework that explores the mathematical and physical principles governing thought itself. Why Cognitive Physics?
Projective Eigenspaces
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