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Honeycomb (geometry)
Uniform Panoploid Tetracombs
On the Application of the Honeycomb Conjecture to the Bee's Honeycomb
Designing Modular Sculpture Systems
Polyhedra and Packings from Hyperbolic Honeycombs
This Is a Set of Activities Using Both Isosceles and Equilateral Triangles
Cannonballs and Honeycombs, Volume 47, Number 4
Families of Tessellations of Space by Elementary Polyhedra Via Retessellations of Face-Centered-Cubic and Related Tilings
Self-Assembly of a Space-Tessellating Struc- Ture in the Binary System of Hard Tetrahedra and Octahedra†
Math.GT] 29 Nov 2017 Embedded in Skeletons (Or Scaffoldings) of the Canonical Cubical Honeycombs of an Euclidean Or Hyperbolic Space
Arxiv:1707.09780V1 [Cond-Mat.Mes-Hall] 31 Jul 2017 Not Only in Zigzag and Bearded Terminations, but Also in Arm- Chair Edges [10]
Efficient Algorithm for Large Spectral Partitions
Honeycombs & Hexagonal Geometry
Cubic Crystals and Vertex-Colorings of the Cubic Honeycomb
Classifying Hexagonal Tilings in Islamic Architecture with a Single Numerical Parameter
Structure and Basic Magnetic Properties of the Honeycomb Lattice Compounds Na2co2teo6 and Na3co2sbo6 L
The Stars Above Us: Regular and Uniform Polytopes up to Four Dimensions Allen Liu Contents
A Study of the Rigidity of Regular Polytopes
An Aperiodic Hexagonal Tile
Top View
Tessellating 'Honeycombs'
The Bilinski Dodecahedron Is a Space-Filling
Pentahedral Honeycomb with Skew Hexagonal Faces
On Some Average Properties of Convex Mosaics
Freeform Honeycomb Structures
The Sweet 'Bees-Ness' of Honeycomb
Surface-Area-Minimizing N-Hedral Tiles
Obtaining the H and T Honeycomb from a Cross-Section of the 16-Cell Honeycomb
Honeycomb Topologies; Design Rationalization of a Free‐Form Space Frame Structure
Honeycomb Subdivision
Visualizing Hyperbolic Honeycombs
Mixed Honeycomb Pushing Refinement
TWO-ORBIT CONVEX POLYTOPES and TILINGS 11 Essentially by Coloring the Facets Depending Whether They Were Formed Inside a Facet, Or at a Missing Vertex, of the 4-Cube
Eindhoven University of Technology BACHELOR Bamboozle Structures
Three-Dimensional Nets and Polyhedra, by A. F. Wells, Wiley, New York, 1977, Xii + 268 Pp., $29.95
Uniform Honeycombs in 3-Space
Cubic-Triangular Tiling Honeycomb
Pollinator Architecture: Structure & Geometry
Helical Petrie Polygons