Visualizing Mathematics with 3D Printing
  • Chapters
    • 1. Symmetry
    • 2. Polyhedra
    • 3. Four-dimensional space
    • 4. Tilings and curvature
    • 5. Knots
    • 6. Surfaces
    • 7. Menagerie
  • Buy Now!

Visualizing Mathematics with 3D Printing

Henry Segerman

This is the companion website for a popular mathematics book.
Click around to explore figures from the book!

Read more...

Reviews and Press

  • Mathematics Teacher (NCTM) - "Reading Visualizing Mathematics with 3D Printing provides the reader with a unique opportunity to visualize mathematics—from the simplicity of symmetry to the seemingly unimaginable fourth dimension."
  • MathSciNet - " Visualizing mathematics with 3D printing will be sought by those interested in the intersection of 3D printing and college- and graduate-level mathematics. The exposition in the book is clear, and the chapters are organized thoughtfully. "
  • MAA Reviews - " In my opinion every student of geometry or topology should be required to interact with this book and its online resources."
  • Wired - "The book’s chapters explain geometric concepts like symmetry and curvature using intricate 3-D shapes ..."
  • Chalkdust Magazine - "Henry Segerman ... has achieved the seemingly impossible and written something refreshingly original and different."
  • Journal of Mathematics and the Arts - "Segerman has succeeded in making a wide variety of mathematical ideas ... accessible to a general audience in a genuinely new and effective way."
  • American Mathematical Monthly - " Part of climing [the "Slope of Enlightenment"] is being able to see what is possible at the summit, and that is where Henry Segerman's book comes in. "

Recent News

The book is available from the publisher, Johns Hopkins University Press, with a 30% discount by using the promo code HNAF. You can also mail or phone your order, using this flyer. Alternatively, you can also buy it from Amazon.com.

1. Symmetry

Soliton

2. Polyhedra

Figure 2 6

3. Four-dimensional space

Updated tesseract3

4. Tilings and curvature

237 large poincare low

5. Knots

Ropelength trefoil 0.5 square

6. Surfaces

Gyroid 3q

7. Menagerie

Triple gear4
CONTACT
ABOUT

© Henry Segerman
Unless otherwise attributed