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  • squares
  • Representative papers

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  • Media
  • The Square, the Circle and the Golden Proportion A New Class of Geometrical Constructions
  • Finding the Dual of the Tetrahedral-Octahedral Space Filler
  • Square Decompositions with Hyperbolic Consequences in Art, Chemical Physics and Mathematics
  • Fractal Tessellations from Proofs of the Pythagorean Theorem
  • A Physical Proof for Five and Only Five Regular Solids
  • Non-Flat Tilings with Flat Tiles
  • An Origami Puzzle of Intersecting Cubes
  • POLY-UNIVERSE – Knowledge Produce Toy Family
  • Multidimensional Impossible Polycubes
  • Thinking Visually: Triangles as Units of Area
  • Walkable Curves and Knots
  • Seeing the Symmetric Difference
  • Quasiperiodic Tilings with 12-Fold Rotational Symmetry Made of Squares, Equilateral Triangles, and Rhombi
  • Revisiting Ad Quadratum and Ad Triangulum to Generate Hyperbolic Tessellations
  • Pattern Continuity in Polygon Tessellations
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squares

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squares

Appears in 15 extracted records.

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Representative papers

  • The Square, the Circle and the Golden Proportion A New Class of Geometrical Constructions (2000)
  • Finding the Dual of the Tetrahedral-Octahedral Space Filler (2003)
  • Square Decompositions with Hyperbolic Consequences in Art, Chemical Physics and Mathematics (2003)
  • Fractal Tessellations from Proofs of the Pythagorean Theorem (2004)
  • A Physical Proof for Five and Only Five Regular Solids (2005)
  • Non-Flat Tilings with Flat Tiles (2009)
  • An Origami Puzzle of Intersecting Cubes (2010)
  • POLY-UNIVERSE – Knowledge Produce Toy Family (2010)
  • Multidimensional Impossible Polycubes (2013)
  • Thinking Visually: Triangles as Units of Area (2017)
  • Walkable Curves and Knots (2019)
  • Seeing the Symmetric Difference (2020)
  • Quasiperiodic Tilings with 12-Fold Rotational Symmetry Made of Squares, Equilateral Triangles, and Rhombi (2021)
  • Revisiting Ad Quadratum and Ad Triangulum to Generate Hyperbolic Tessellations (2022)
  • Pattern Continuity in Polygon Tessellations (2023)

Jusur / Bridges Research Atlas

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