Thomae's function: Difference between revisions

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fixed spacing of unit interval
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==Properties==
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|Thomae's function <math>f</math> is [[Bounded function|'''bounded''']] and maps all real numbers to the [[unit interval]]:<math>\;f : \mathbb R\; \to \;[0,\; 1].</math>
|<math>f</math> is [[periodic function|'''periodic''']] with period <math>1:\; f(x + n) = f(x)</math> for all [[integer]]s {{mvar|n}} and all real {{mvar|x}}.