Difference between revisions of "Time scales footer"

Latest revision as of 22:29, 23 February 2016

Examples of time scales
$\Huge\mathbb{R}$ Real numbers	$\Huge\mathbb{Z}$ Integers	$\Huge{h\mathbb{Z}}$ Multiples of integers	$\Huge\mathbb{Z}^2$ Square integers	$\Huge\mathbb{H}$ Harmonic numbers	$\Huge\mathbb{T}_{\mathrm{iso}}$ Isolated points
$\Huge\sqrt[n]{\mathbb{N}_0}$ nth root numbers	$\Huge\mathbb{P}_{a,b}$ Evenly spaced intervals	$\huge\overline{q^{\mathbb{Z}}}$ Quantum, $q>1$	$\huge\overline{q^{\mathbb{Z}}}$ Quantum, $q<1$	$\overline{\left\{\dfrac{1}{n} \colon n \in \mathbb{Z}^+\right\}}$ Closure of unit fractions	$\Huge\mathcal{C}$ Cantor set

@@ Line 15: / Line 15: @@
 <td><center>[[Isolated points|$\Huge\mathbb{T}_{\mathrm{iso}}$]]<br />
 [[Isolated points]]</center></td>
-<td><center>[[Square root of nonnegative integers|$\Huge\sqrt{\mathbb{N}_0}$]]<br />
+</tr>
-[[Square root of nonnegative integers|Square root numbers]]</center></td>
+<tr>
+<td><center>[[Nth root of nonnegative integers|$\Huge\sqrt[n]{\mathbb{N}_0}$]]<br />
+[[Nth root of nonnegative integers|nth root numbers]]</center></td>
+<td><center>[[Evenly spaced intervals|$\Huge\mathbb{P}_{a,b}$]]<br />
+[[Evenly spaced intervals]]</center></td>
 <td><center>[[Quantum q greater than 1|$\huge\overline{q^{\mathbb{Z}}}$]]<br />
 [[Quantum q greater than 1|Quantum, $q>1$]]</center></td>
@@ Line 23: / Line 27: @@
 <td><center>[[Closure of unit fractions|$\overline{\left\{\dfrac{1}{n} \colon n \in \mathbb{Z}^+\right\}}$]]<br />
 [[Closure of unit fractions]]</center></td>
+<td><center>[[Cantor set|$\Huge\mathcal{C}$]]<br />
+[[Cantor set]]</center></td>
 </tr>
 </table>