Title: Graph Contrastive Learning Under Heterophily: Utilizing Graph Filters to Generate Graph Views. Abstract: Graph Neural Networks have achieved tremendous success in (semi-)supervised tasks for which task-specific node labels are available. However, obtaining labels is expensive in many domains, specially as the graphs grow larger in size. Hence, there has been a growing interest in the application of self-supervised techniques, in particular contrastive learning (CL), to graph data. In general, CL methods work by maximizing the agreement between encoded augmentations of the same example, and minimizing agreement between encoded augmentations of different examples. However, we show that existing graph CL methods perform very poorly on graphs with heterophily, in which connected nodes tend to belong to different classes. First, we show that this is attributed to the ineffectiveness of existing graph augmentation methods. Then, we leverage graph filters to directly generate augmented graph views for graph CL under heterophily. In particular, instead of explicitly augmenting the graph topology and encoding the augmentations, we use a high-pass filter in the encoder to generate node representations only based on high-frequency graph signals. Then, we contrast the high-pass filtered representations with their low-pass counterparts produced by the same encoder, to generate representations. Our experimental results confirm that our proposed method, HLCL, outperforms state-of-the-art CL methods on benchmark graphs with heterophily, by up to 10%.