| Abstract |
This project seeks to enhance the comprehension of advanced mathematical surfaces
by modeling them through crochet, offering a tactile method to visualize abstract
concepts. Building on hyperbolic geometry, it investigates hyperbolic planes,
pseudospheres, Möbius strips, Seifert surfaces, and knot theory, examining properties
such as curvature, surface area growth, and parallelism. Crochet techniques facilitate a
nuanced, interdisciplinary approach, bridging mathematical theory with tactile, visual
representations. |
