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Space-filling system of square prisms
Conway, Heidi Burgiel and Chaim Goodman-Strauss have named this structure tetrastix. The motivation for some of the early studies of this structure was its
Tetrastix
Mathematical foam of equal-volume bubbles
prisms in the same way to form a structure of interlocking prisms called tetrastix. These prisms surround cubical voids which form one fourth of the cells
Weaire–Phelan_structure
Type of combination puzzle
measurements in more than one dimension. Three-dimensional arrangements like tetrastix can also be made from matchsticks. Matchstick puzzles Burr puzzle Hexastix
Stick_puzzle
Geometric structure
prism structures in three and four directions are named by Conway as tetrastix and "tristix". If the ends of the prisms in a hexastix arrangement are
Hexastix
Infinite regular skew polyhedron
the other faces make holes. Skew apeirohedron Regular skew polyhedron Tetrastix Garner mistakenly counts {8,8|4} twice giving a count of 18 paracompact
Regular_skew_apeirohedron
Traditional puzzle game
giving the assembled puzzle a star-like shape. Disentanglement puzzle Tetrastix Hexastix Wyatt, E. M. (1928). Puzzles in Wood. Milwaukee, Wisc: Bruce
Burr_puzzle
sculptures such as lattice configurations and fractal formations Widmark, Anduriel 1987– Sculpture Geometric glass sculpture using tetrastix, and knot theory
List_of_mathematical_artists
Geometry problem on tiling by hypercubes
face-to-face with any other tile. For instance, in three dimensions, the tetrastix structure formed by three perpendicular sets of square prisms can be used
Keller's_conjecture
Type of liquid crystal display
proper structure design, the driving voltage can be largely reduced. Tetrastix Kikuchi, Hirotsugu; Higuchi, Hiroki; Haseba, Yasuhiro; Iwata, Takashi
Blue_phase_mode_LCD
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