  Recent years have witnessed an unprecedented increase in experiments and
hybrid simulations involving quantum computers. In particular, quantum
annealers. Although quantum supremacy has not been established thus far, there
exist a plethora of algorithms promising to outperform classical computers in
the near-term future. Here, we propose a parallel in time approach to simulate
dynamical systems designed to be executed already on present-day quantum
annealers. In essence, purely classical methods for solving dynamics systems
are serial. Therefore, their parallelization is substantially limited. In the
presented approach, however, the time evolution is rephrased as a ground--state
search of a classical Ising model. Such a problem is solved intrinsically in
parallel by quantum computers. The main idea is exemplified by simulating the
Rabi oscillations generated by a two-level quantum system (i.e. qubit)
experimentally.
