Efficient Data Selection for Training Genomic Perturbation Models
This work addresses the problem of costly and slow genomic experiments for researchers, offering an incremental improvement in efficiency for training gene perturbation models.
The paper tackles the challenge of selecting training data for genomic perturbation models by proposing a one-shot subset selection method that maximizes supervision signal propagation, achieving months of acceleration over active learning while maintaining competitive predictive accuracy.
Genomic studies face a vast hypothesis space, while interventions such as gene perturbations remain costly and time-consuming. To accelerate such experiments, gene perturbation models predict the transcriptional outcome of interventions. Since constructing the training set is challenging, active learning is often employed in a "lab-in-the-loop" process. While this strategy makes training more targeted, it is substantially slower, as it fails to exploit the inherent parallelizability of Perturb-seq experiments. Here, we focus on graph neural network-based gene perturbation models and propose a subset selection method that, unlike active learning, selects the training perturbations in one shot. Our method chooses the interventions that maximize the propagation of the supervision signal to the model. The selection criterion is defined over the input knowledge graph and is optimized with submodular maximization, ensuring a near-optimal guarantee. Experimental results across multiple datasets show that, in addition to providing months of acceleration compared to active learning, the method improves the stability of perturbation choices while maintaining competitive predictive accuracy.