We develop a completely new variational quantum algorithms for simulating general processes, one of which can compute the general matrix multiplication to a vector, while the other is for simulating the general first order derivative equation. These algorithms appear to have a large amount of applications, such as quantum machine learning. Also, as one of applications, we simulated stochastic Lindblad master equation.
For more details, please refer to our paper on arXiv. https://arxiv.org/abs/1812.08778
