The Eigenspace

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/Part 1: Introduction/Chapter 1: Definitions

1.1 Categories

Definition 1.1.1 (Category).label A category is a collection $\mathfrak{C}$ such that: blablablabla

Theorem 1.1.2 (Structure Theorem for Compact Hausdorff Spaces).label Let $X$ be a compact Hausdorff space, then $X = [0, 1]$.

Proof. By observation.$\square$

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The Eigenspace

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