Realizing number recognition with simulated quantum semi-restricted Boltzmann machine
Fu-Wen Zhang, Yong-Gang Tan, Qing-yu Cai · Communications in Theoretical Physics · 2022
Abstract Quantum machine learning based on quantum algorithms may achieve an exponential speedup over classical algorithms in dealing with some problems such as clustering. In this paper, we use the method of training the lower bound of the average log likelihood function on the quantum Boltzmann machine (QBM) to recognize the handwritten number datasets and compare the training results with classical models. We find that, when the QBM is semi-restricted, the training results get better with fewer computing resources. This shows that it is necessary to design a targeted algorithm to speed up computation and save resources.