This paper introduces a novel generative adversarial network (GAN) for synthesizing large-scale tabular databases which contain various features such as continuous, discrete, and binary. Technically, our GAN belongs to the category of class-conditioned generative models with a predefined conditional vector. However, we propose a new formulation for deriving such a vector incorporating both binary and discrete features simultaneously. We refer to this noble definition as compound conditional vector and employ it for training the generator network. The core architecture of this network is a three-layered deep residual neural network with skip connections. For improving the stability of such complex architecture, we present a regularization scheme towards limiting unprecedented variations on its weight vectors during training. This regularization approach is quite compatible with the nature of adversarial training and it is not computationally prohibitive in runtime. Furthermore, we constantly monitor the variation of the weight vectors for identifying any potential instabilities or irregularities to measure the strength of our proposed regularizer. Toward this end, we also develop a new metric for tracking sudden perturbation on the weight vectors using the singular value decomposition theory. Finally, we evaluate the performance of our proposed synthesis approach on six benchmarking tabular databases, namely Adult, Census, HCDR, Cabs, News, and King. The achieved results corroborate that for the majority of the cases, our proposed RccGAN outperforms other conventional and modern generative models in terms of accuracy, stability, and reliability.
翻译:本文引入了新型的基因对抗网络(GAN), 用于合成包含连续、离散和二进制等各种特征的大型表层数据库。 从技术上讲, 我们的GAN属于具有预先界定的有条件矢量的等级固定型模型类别。 然而, 我们提出一种新的公式, 用于同时产生包含二进制和离散特性的矢量。 我们将此崇高定义称为复合有条件矢量, 用于培训发电机网络。 这个网络的核心结构是一个三层深层残余神经网络, 具有跳过连接。 为了改善这种复杂结构的稳定性, 我们提出一个正规化计划, 以限制培训期间其重量矢量的前所未有的变异。 这种正规化方法与对抗性培训的性质相当, 在运行时不具有计算性。 此外, 我们不断监测重量矢量矢量矢量的变异变化, 以确定任何潜在的不稳定性或不规则性, 以衡量我们提议的正规化网络的强度。 为此, 我们还开发了一个新的指标, 用以利用标准, 来跟踪重量矢量矢量矢量矢量矢量的突然变, 。