Holder Table
The Holder Table function is defined as:
\(\begin{align}\begin{split} f(x,y) = -\left|\sin(x) \cos(y) \exp\left(\left|1 - \frac{\sqrt{x^2 + y^2}}{\pi}\right|\right)\right| \end{split}\end{align}\)
- Surface plots of the probability density in QHD at different times.
- Probability spectrum of QHD.
- The success probabilities of QHD and QAA.
- The energy ratio E1/E0 in QHD shown as a function of time.
