| 1. | Today there is a large amount of literature on aperiodic tilings.
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| 2. | What is an aperiodic compass, and how does it work?
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| 3. | Some constructions are of infinite families of aperiodic sets of tiles.
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| 4. | The second type, icosahedral quasicrystals, are aperiodic in all directions.
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| 5. | A Markov chain is aperiodic if every state is aperiodic.
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| 6. | A Markov chain is aperiodic if every state is aperiodic.
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| 7. | Some constructions are based on infinite families of aperiodic sets of tiles.
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| 8. | Substitution tiling systems provide a rich source of aperiodic tilings.
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| 9. | A task can be classified as either a periodic or aperiodic process.
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| 10. | There are a few constructions of aperiodic tilings known.
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