About 46,200 results
Open links in new tab
  1. Gyroid - Wikipedia

    A gyroid is an infinitely connected triply periodic minimal surface discovered by Alan Schoen in 1970. [1][2] It arises naturally in polymer science and biology, as an interface with high surface …

  2. Gyroid -- from Wolfram MathWorld

    Nov 14, 2025 · The gyroid, illustrated above, is an infinitely connected periodic minimal surface containing no straight lines (Osserman 1986) that was discovered by Schoen (1970).

  3. Gyroid (furniture) | Animal Crossing Wiki | Fandom

    Nov 5, 2021 · Gyroids (はにわ or ハニワ Haniwa?) are unusual furniture items that appear in most Animal Crossing games. Though mostly furniture items, gyroids also exist as NPCs.

  4. Meet the gyroid | plus.maths.org

    Sep 12, 2011 · An image of a gyroid created by Bathsheba Grossman. Scientists recently announced in the Proceeding of the National Academy of Sciences that the beautiful iridescent …

  5. Gyroid - Virtual Math Museum

    The Gyroid and the Lidinoid are the only known triply periodic embedded minimal surfaces which are NOT cut by straight symmetry lines and/or planar symmetry curves into simple pieces. …

  6. GYROID - MATHCURVE.COM

    Alan Hugh Schoen (1924-...): American Mathematician. The gyroid is a triply periodic minimal surface the fundamental patch of which is reproduced opposite. The two figures are based on …

  7. The Butterfly, the Gyroid and the Neutrino - Department of …

    The gyroid was discovered in 1970 by a mathematician, Alan Schoen. It's a triply periodic minimal surfaces, meaning one that repeats itself in 3 different directions in space, like a crystal.

  8. A Word on the Gyroid

    Here is a chunk from -7/4 pi to 1/4 pi: A body centered cubic lattice lies on the surface. It is easy to show that the surface has no reflection symmetry, yet its symmetry is transitive on this bcc. …

  9. Gyroid - Animal Crossing Wiki - Nookipedia

    Apr 17, 2025 · Gyroids are furniture items in the Animal Crossing series. Each gyroid moves and make noises in a rhythm, and if music is playing nearby, they will sync their movement...

  10. The Gyroid Triply Periodic Minimal Surface - Ken Brakke

    Alan Schoen's gyroid surface is a triply periodic minimal surface that has no planes of symmetry and no embedded straight lines. It does have C3 axes of symmetry (along one diagonal of the …