ε-Red Riding Hood Theorem Parody

ε-Red Riding Hood and the Big Bad Bolzano-Weierstrass Theorem Once upon a time¹ a long long time ago back when Fermat’s Last Theorem would still fit in a margin, ∃ a little² girl named ε-Red Riding Hood (see Figure 1.1). ε-Red Figure 1.1: ε-Red Riding Hood with her basket of lemmas³ and π. Riding Hood was trying to find the shortest path through the forest 𝔽, a subfield of 𝕏, to Γ’s domain. She was carrying a basket full of lemmas³ and π, to give to Γ (see Figure 1.2) who had a degenerate case of discontinuity. Meanwhile, independently, the Big Bad Bolzano-Weierstrass Theorem (see Figure 1.3) was on a random walk through 𝔽. As t approached T₀, T-T-time, the paths of ε-Red Riding Hood and the Big Bad Bolzano-Weierstrass Theorem converged. “Hello ε-Red Riding Hood, may I ask you a question?”, asked the Big Bad Bolzano-Weierstrass Theorem. “You may indeed provided it is well-posed”, stated ε-Red Riding Hood. “Then what is your limit?” queried the Big Bad Bolzano-Weierstrass Theorem. “Why, I’m uniformly bound to Γ’s domain” replied ε-Red Riding Hood. via

A parody of Little Red Riding Hood written as a mathematical fairy tale, featuring ε-Red Riding Hood, a basket of lemmas and π, and the personified Big Bad Bolzano-Weierstrass Theorem. The joke comes from replacing fairy-tale elements with advanced mathematical concepts and turning convergence, limits, uniform boundedness, and continuity into the punchline. It is used as an absurd reaction for highly technical mathematics or an overcomplicated explanation. EN: A parody of Little Red Riding Hood written as a mathematical fairy tale, featuring ε-Red Riding Hood, a basket of lemmas and π, and the personified Big Bad Bolzano-Weierstrass Theorem. The joke comes from replacing fairy-tale elements with advanced mathematical concepts and turning convergence, limits, uniform boundedness, and continuity into the punchline. It is used as an absurd reaction for highly technical mathematics or an overcomplicated explanation.

• @memetutorial / 14905 2021-07-23