octahedron

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Exempel på octahedron

  • In this context, the cube is a hexacatenane, and the truncated octahedron is a 14-catenane.

  • Our strategy is to pack cycles into sequences of linked octahedra.

  • We therefore need to allow some 'overflow' from one octahedron to the next.

  • The tetrahedron, the octahedron and the cube may all be related to the diameter of the circumscribing sphere with lengths which are 'commensurable in square'.

  • For the octahedra this is at most 5.

  • We shall construct the packing one octahedron at a time, so that at each step we may have some incompletely packed cycles.

  • We may also have missed at most 34 x 4 squares and triangles when we changed back some octahedra.

  • We shall now modify the octahedra in the trail so as to include all the additional edges.

  • We shall then pack these trails of octahedra with cycles of arbitrary lengths.

  • Repeat this process with a different octahedron for each of the paths until we run out of paths.

  • K (3) (2, 2, 2) is sometimes called the octahedron.

  • Unfortunately, we now need to pack cycles into these modified octahedra, and for very short cycles we shall need to introduce several alternative modifications to the octahedra.

  • To be specific, to which of the five platonic solids—tetrahedron, cube, octahedron, and so on—is the ideal strawberry supposed to approximate?

  • Regular cubes and octahedrons both have 12 edges, while regular icosahedrons have 12 vertices.

  • The number of cubes in an octahedron formed by stacking centered squares is a centered octahedral number, the sum of two consecutive octahedral numbers.

Betydelse av octahedron

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NYA ORD

European

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