我们引入量子电路，使用矩阵乘积状态表示在 3D 电路量子电动力学 (cQED) 处理器上模拟多模状态向量。该电路被证明适用于基于全息高斯玻色子采样（GBS）的分子对接模拟，如含硫醇的芳基磺酰胺配体与肿瘤坏死因子-α转换酶受体的结合所示。我们表明，通过测量和重新初始化重新调整工作模式，可以使用具有适当数量模式的 cQED 器件来模拟多模系统。我们预计可以使用全息方法在紧凑型 3D cQED 处理器上实现广泛的 GBS 应用。基于量子位的量子计算机的模拟可以使用代表福克状态截断展开式的连续变量的电路来类似地实现。

We introduce quantum circuits for simulations of multimode state vectors on 3D circuit quantum electrodynamics (cQED) processors using matrix product state representations. The circuits are demonstrated as applied to simulations of molecular docking based on holographic Gaussian boson sampling (GBS), as illustrated for the binding of a thiol-containing aryl sulfonamide ligand to the tumor necrosis factor-α converting enzyme receptor. We show that cQED devices with a modest number of modes could be employed to simulate multimode systems by repurposing working modes through measurement and reinitialization. We anticipate that a wide range of GBS applications could be implemented on compact 3D cQED processors analogously using the holographic approach. Simulations on qubit-based quantum computers could be implemented analogously using circuits that represent continuous variables in terms of truncated expansions of Fock states.