Simple and Composite Octagonal Quasicrystal Tilings.

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説明

Several species of tilings with eight-fold symmetry generated by means of inflation rules are studied. They can also be obtained by superposition of other patterns. The complexity of the structures is reflected in the sets of vertex configurations. Composition of the basic inflation rules gives face to face tilings. The diffraction patterns of the simple tilings show Bragg peaks.

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