We present a hybrid classical-quantum approach to the binary classification of polymer structures. Two polymer classes visual (VIS) and near-infrared (NIR) are defined based on the size of the polymer gaps. The hybrid approach combines one of the three methods, Gaussian Kernel Method, Quantum-Enhanced Random Kitchen Sinks or Variational Quantum Classifier, implemented by linear quantum photonic circuits (LQPCs), with a classical deep neural network (DNN) feature extractor. The latter extracts from the classical data information about samples chemical structure. It also reduces the data dimensions yielding compact 2-dimensional data vectors that are then fed to the LQPCs. We adopt the photonic-based data-embedding scheme, proposed by Gan et al. [EPJ Quantum Technol. 9, 16 (2022)] to embed the classical 2-dimensional data vectors into the higher-dimensional Fock space. This hybrid classical-quantum strategy permits to obtain accurate noisy intermediate-scale quantum-compatible classifiers by leveraging Fock states with only a few photons. The models obtained using either of the three hybrid methods successfully classified the VIS and NIR polymers. Their accuracy is comparable as measured by their scores ranging from 0.86 to 0.88. These findings demonstrate that our hybrid approach that uses photonic quantum computing captures chemistry and structure-property correlation patterns in real polymer data. They also open up perspectives of employing quantum computing to complex chemical structures when a larger number of logical qubits is available.
翻译:我们对聚合物结构的二进制分类采用了一种混合的古典-量子分类方法,其中两个聚合物类的视觉(VIS)和近红外(NIR)根据聚合物结构的大小加以界定。混合方法结合了三种方法之一,即高山内内核法,Qauthum-Enhanced Random Chitchen Sinks 或Varizational 量子分类法,由线性量子光电路(LQPCs)实施,有一个传统的深层神经网络(DNNN)特征提取器。后两种聚合物类根据关于化学结构样本的古典数据信息提取。它还减少了产生紧凑二维数据矢量数据矢量的数据尺寸,然后向LQPCs提供。我们采用了基于光基数据组合的办法,[EPJ Qantum Technock Technol.9 9, 16 (20-200) 将经典的2维度数据矢量数据矢量数据载在高一流的开源内层内,这一混合古典-少数战略允许从关于化学结构的典型-中间度数据信息信息中获取准确度的中间定量数据信息信息数据, 其精确度结构中,而其精确度结构则使用可比较性数据序列内,由Calentalimalalalalalalmalismalmalismal II的精确度结构使用其精确度结构进行测量的精确度结构进行测量号,,以其精确度结构使用。