Graph neural networks (GNNs) are a powerful approach for machine learning on graph datasets. Such datasets often consist of millions of modestly-sized graphs, making them well-suited for data-parallel training. However, existing methods show poor scaling due to load imbalances and kernel overheads. We propose an optimized 2D scatter-gather based represen-tation of GNNs that is amenable to distributed, data-parallel training without changing the underlying mathematics of the GNN. By padding graph data to a fixed size on each process, we can simplify data ingestion, make use of efficient compute kernels, equally distribute computation load, and reduce overheads. We benchmark edge-conditioned GNNs with the PCQM4M-LSC and OGB-PPA datasets. Our implementation shows better runtime performance than the state-of-the-art, with a$12\times$strong-scaling speedup on 16 GPUs and an$89.4\times\ \text{weak}$-scaling speedup on 100 GPUs.

Transformer models have revolutionized the field of Natural Language Processing (NLP) and they achieve state-of-the-art performance in applications like machine translation, question answering, regression, and summarization. However, training Transformers is challenging because of their large memory and compute requirements. The literature contains several approaches to parallelize training, like layer parallelism and pipeline parallelism, but they are optimized to benefit out-of-core models and they don't exploit the inherent parallelism in Transformer models. Other work uses model parallelism to achieve weak scaling by increasing the model size. In this paper, we propose sub-graph parallelism that provides a significant performance improvement over pure data parallelism with a fixed number of resources, and as an additional technique for strong- and weak-scaling without increasing model capacity. Our technique accelerates the training of Transformer models and we generalize the concept to any neural network with multiple branches. We optimize the communication for sub-graph parallelism and combine it with data parallelism to scale performance up to 1024 GPUs. To decrease communication overheads, we propose a topology-aware scheme that limits inter-node communication. Finally, we empirically compare sub-graph parallelism with pure data parallelism and demonstrate its performance benefits in end-to-end training.

Training deep neural networks on large scientific data is a challenging task that requires enormous compute power, especially if no pre-trained models exist to initialize the process. We present a novel tournament method to train traditional as well as generative adversarial networks built on LBANN, a scalable deep learning framework optimized for HPC systems. LBANN combines multiple levels of parallelism and exploits some of the worlds largest supercomputers.We demonstrate our framework by creating a complex predictive model based on multi-variate data from high-energy-density physics containing hundreds of millions of images and hundreds of millions of scalar values derived from tens of millions of simulations of inertial confinement fusion. Our approach combines an HPC workflow and extends LBANN with optimized data ingestion and the new tournament-style training algorithm to produce a scalable neural network architecture using a CORAL-class supercomputer. Experimental results show that 64 trainers (1024 GPUs) achieve a speedup of 70.2× over a single trainer (16 GPUs) baseline, and an effective 109% parallel efficiency.

Scaling CNN training is necessary to keep up with growing datasets and reduce training time. We also see an emerging need to handle datasets with very large samples, where memory requirements for training are large. Existing training frameworks use a data-parallel approach that partitions samples within a mini-batch, but limits to scaling the minibatch size and memory consumption makes this untenable for large samples. We describe and implement new approaches to convolution, which parallelize using spatial decomposition or a combination of sample and spatial decomposition. This introduces many performance knobs for a network, so we develop a performance model for CNNs and present a method for using it to automatically determine efficient parallelization strategies. We evaluate our algorithms with microbenchmarks and image classification with ResNet-50. Our algorithms allow us to prototype a model for a mesh-tangling dataset, where sample sizes are very large. We show that our parallelization achieves excellent strong and weak scaling and enables training for previously unreachable datasets.

Accelerating large-scale CNN training is needed to keep training times reasonable as datasets grow larger and models become more complex. Existing frameworks primarily scale using data-parallelism, but this is limited by the mini-batch size, which cannot grow arbitrarily. We introduce three algorithms that partition channel or filter data to exploit parallelism beyond the sample dimension. Further, they partition the parameters of convolutional layers, replacing global all reduces with segmented allreduces---smaller, concurrent allreduces among disjoint processor sets. These algorithms enable strong scaling, reduced communication overhead, and reduced memory pressure, enabling training of very wide CNNs.