Title: Improving Generative Adversarial Networks via Adversarial Learning in Latent Space. Abstract: Generative Adversarial Networks (GANs) have been widely studied as generative models, which map a latent distribution to the target distribution. Although many efforts have been made in terms of backbone architecture design, loss function, and training techniques, few results have been obtained on how the sampling in latent space can affect the final performance, and existing works on latent space mainly focus on controllability. We observe that, as the neural generator is a continuous function, two close samples in latent space would be mapped into two nearby images, while their quality can differ much as the quality is not a continuous function in pixel space. From the above continuous mapping function perspective, on the other hand, two distant latent samples are also possible to be mapped into two close images. If the latent samples are mapped in aggregation into limited modes or even a single mode, mode collapse occurs. Accordingly, we propose adding an implicit latent transform before the mapping function to improve latent $z$ from its initial distribution, e.g., Gaussian. This is achieved by using the iterative fast gradient sign method (I-FGSM). We further propose new GAN training strategies to obtain better generation mappings w.r.t quality and diversity by introducing targeted latent transforms into the bi-level optimization of GAN. Experimental results on visual data show that our method can effectively achieve improvement in both quality and diversity.