The Digest.

Instituto de Matemáticas de la UNAM · Video summary

Edmund Harriss en Diálogos entre Matemáticas y Cultura

Explore the profound connection between art and mathematics, revealing how mathematical thinking can enrich artistic creation and vice-versa, leading to new forms of expression and understanding.

Edmund Harriss en Diálogos entre Matemáticas y Cultura Watch on YouTube ↗

Key takeaways

Chapters

The digest

High-Level Overview

Edmund Harriss, professor of mathematics and art, presents a rich discourse on how mathematical thinking and structures serve as tools and sources of inspiration in artistic creation. Rejecting the common STEAM narrative that primarily posits art as benefiting from STEM, he emphasizes the reciprocal relationship where mathematics deeply enhances artistic processes, aesthetics, and cultural expression. This exploration illuminates universal human engagements with pattern, geometry, space, and abstraction, revealing new dimensions of creativity and understanding for artists, mathematicians, educators, and cultural practitioners.

Keep reading in The Digest

The full 6-minute article, 13 more sections, and every new episode from Instituto de Matemáticas de la UNAM and the creators you follow.

  1. The Shared Terrain of Mathematics and Art
  2. Geometry and Symmetry in Diverse Cultural Artifacts
  3. Expanding the Concept of Tiling—Beyond the Plane
  4. Curvahedra: A Modular System for Exploring Geometry through Making
  5. Material and Scale: Abstract Ideas to Large-Scale Sculpture
  6. Mathematics as Both Artistic Content and Structural Tool
  7. Historical Perspectives: Mathematics Influenced by Art
  8. Land Art and Mathematical Grids in Nature
  9. Machines, Algorithms, and Mathematical Surfaces
  10. Fiber Arts and Hyperbolic Geometry
  11. Philosophical Reflection: Art Revealing the Invisible
  12. Practical Implications & Takeaways
  13. Action-Oriented Summary
Read the full digest — free

More from Instituto de Matemáticas de la UNAM

All Instituto de Matemáticas de la UNAM summaries →