Graph View

  • aperiodic tilings
  • Representative papers

Backlinks

  • Why Do Penrose Tilings Diffract?
  • Images of the Ammann-Beenker Tiling
  • Unusual Tilings and Transformations
  • A Plane-Filling Curve Using Ammann A5 Tiles
  • From Checkerboard to Cloverfield: Using Wang Tiles in Seamless Non-Periodic Patterns
  • Phoenix – Symbol of Mathematics
  • An Aperiodic Monotile
  • Periodic Strips from Aperiodic Tiles
  • A Group Activity to Build an Aperiodic Spectre Tiling
  • A Group Activity to Make a Hat Tiling with Paper
  • Replacing Ammann's A4 Tiling Vertex Key by a Stitching Constraint
  • What Lies Beneath a Family of Aperiodic Monotilings
  • How N. G. (Dick) de Bruijn Connected Mathematics and the Arts
  • Topics
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aperiodic tilings

aperiodic tilings

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aperiodic tilings

Appears in 13 extracted records.

Back to Topics.

Representative papers

  • Why Do Penrose Tilings Diffract? (2003)
  • Images of the Ammann-Beenker Tiling (2007)
  • Unusual Tilings and Transformations (2011)
  • A Plane-Filling Curve Using Ammann A5 Tiles (2014)
  • From Checkerboard to Cloverfield: Using Wang Tiles in Seamless Non-Periodic Patterns (2016)
  • Phoenix – Symbol of Mathematics (2018)
  • An Aperiodic Monotile (2023)
  • A Group Activity to Build an Aperiodic Spectre Tiling (2024)
  • A Group Activity to Make a Hat Tiling with Paper (2024)
  • Periodic Strips from Aperiodic Tiles (2024)
  • Replacing Ammann’s A4 Tiling Vertex Key by a Stitching Constraint (2024)
  • How N. G. (Dick) de Bruijn Connected Mathematics and the Arts (2025)
  • What Lies Beneath a Family of Aperiodic Monotilings (2025)

Jusur / Bridges Research Atlas

English-first Quartz atlas for the Bridges corpus: 2,537 analyzed papers across mathematics, art, design, music, media, and education.