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Reference Lists: Mathematical Articles on Crochet

Crochet: Alphabetical

Crochet: Chronological

Crochet: Alphabetical
  1. Calderhead, Kyle. Gosper-like Fractals and Intermeshed Crochet, in Figuring Fibers, American Mathematical Society (2018), pp. 31--56.
  2. Dong, Shiying. Sculpting Mapping Cylinders: Seamless Crochet of Topological Surfaces, Proceedings of Bridges 2023: Mathematics, Art, Music, Architecture, Culture, ed J. Holdener,, E. Torrence, C. Fong, and K. Seaton, 559--566.
  3. Dong, Shiying. From Knot Diagrams to Crocheted Topological Surfaces, Proceedings of Bridges 2024: Mathematics, Art, Music, Architecture, Culture, ed H. Verrill, K. Kattchee, S.L. Gould, and E. Torrence, 537--544.
  4. Dong, Shiying. Topological Crochet, Proceedings of Bridges 2025: Mathematics and the Arts, ed. T. Verhoeff, D. Swart, S.L. Gould, and E. Torrence, 77--84.
  5. Edelstein, Michal; Peleg, Hila; Itzhaky, Shachar; Ben-Chen; Mirela. AmiGo: Computational Design of Amigurumi Crochet Patterns. SCF '22: Proceedings of the 7th Annual ACM Symposium on Computational Fabrication Article No.: 5, P. 1--11.
  6. Fushida-Hardy, Shintaro. Crocheting an Isomorphism Between the Automorphism Groups of the Klein Quartic and Fano Plane, in Proceedings of Bridges 2021: Mathematics, Art, Music, Architecture, Culture, ed. D. Swart, F. Farris, and E. Torrence, 327--330.
  7. Goldstine, Susan. Perfectly Simple, in Crafting by Concepts, A K Peters (2011), pp. 140--148. (Focuses on crocheting square dissections.)
  8. Guo, Runbo; Lin, Jenny; Narayanan, Vidya; McCann, James. Representing Crochet with Stitch Meshes, SCF '20: Symposium on Computational Fabrication, November 2020, Article No.: 4, pp. 1--8.
  9. Henderson, David W.; Taimina, Daina. Crocheting the hyperbolic plane. Math. Intelligencer 23 (2001), no. 2, 17--28. article (.pdf)
  10. Holden, Joshua; Holden, Lana. Hyperbolic Tilings with Truly Hyperbolic Crochet Motifs. Proceedings of Bridges 2014: Mathematics, Music, Art, Architecture, Culture (2014), pp. 405--408.
  11. Inglis, Tiffany. Soccer Ball Torus: From Theory Crafting to Fibre Crafting, Proceedings of Bridges 2025: Mathematics and the Arts, ed. T. Verhoeff, D. Swart, S.L. Gould, and E. Torrence, 161--168.
  12. Kekkonen, Hanne. Crocheting Mathematics, in Shapes in Action, ed. K. Peltonen and T. Luotoniemi, Aalto ARTS Books 2023, 137--158. (arXiv version.)
  13. Kekkonen, Hanne. Crocheting Bour's Minimal Surfaces. Math Intelligencer 46, 306--312 (2024).
  14. Lipnicki, Amanda Taylor; Martinez, Megan. Hooked on Calculus: Crocheting Quadric Surfaces, Proceedings of Bridges 2023: Mathematics, Art, Music, Architecture, Culture, ed J. Holdener,, E. Torrence, C. Fong, and K. Seaton, 203--210.
  15. Martinez, Megan; Lipnicki, Amanda Taylor. Automating Crochet Patterns for Surfaces of Revolution, Proceedings of Bridges 2023: Mathematics, Art, Music, Architecture, Culture, ed J. Holdener,, E. Torrence, C. Fong, and K. Seaton, 195--202.
  16. Osinga, Hinke M.; Krauskopf, Bernd. Crocheting the Lorenz manifold. The Mathematical Intelligencer 26 (2004), no. 4, 25--37. preprint
  17. Osinga, Hinke M.; Krauskopf, Bernd. Visualizing curvature on the Lorenz manifold. Journal of Mathematics and the Arts 1(2): 113-123, 2007. preprint
  18. Ross, Joan. How to Make a Mobius Hat by Crocheting. Mathematics Teacher 78, (1985) 268--269.
  19. Seaton, Katherine. Sphericons and D-forms: a crocheted connection, Journal of Mathematics and the Arts, 11:4 (2017), pp. 187--202. (arXiv version)
  20. Trnkova, Maria. Hyperbolic flowers, Journal of Mathematics and the Arts, 14:3 (2020), pp. 258--267.
  21. Wildstrom, D. Jacob. The Sierpinski Variations, in Making Mathematics with Needlework, A K Peters (2007), pp. 40--52. (Focuses on cellular automata in crochet.)
  22. Wildstrom, D. Jacob. Structural Qualities and Serial Construction of Tournament Braids. Proceedings of Bridges 2012: Mathematics, Music, Art, Architecture, Culture (2012), pp. 463--466. (The mathematics was motivated by constructing braids in crochet.)
  23. Wildstrom, D. Jacob. More Granny, Less Square, in Figuring Fibers, American Mathematical Society (2018), pp. 7--29.
  24. Wildstrom, D. Jacob. Symmetries of Intermeshed Crochet Designs, in Proceedings of Bridges 2019: Mathematics, Art, Music, Architecture, Education, Culture, ed. S. Goldstine, D. McKenna, and K. Fenyvesi, 203--210.
  25. Wildstrom, D. Jacob. Symmetrical designs with intermeshed crochet. Journal of Mathematics and the Arts, 2023, Vol. 17, No. 1--2, 140--155.
  26. Zinn, Charles. Crocheting Knots with Curved Surfaces, Proceedings of Bridges 2025: Mathematics and the Arts, ed. T. Verhoeff, D. Swart, S.L. Gould, and E. Torrence, 381--386.
Crochet: Chronological
Prior to 2000
2000--2009
2010--2019
2020--2024
2025--
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