Title: Distribution-Driven Disjoint Prediction Intervals for Deep Learning. Abstract: This paper redefines prediction intervals (PIs) as the form of a union of disjoint intervals. PIs represent predictive uncertainty in the regression problem. Since previous PI methods assumed a single continuous PI (one lower and upper bound), it suffers from performance degradation in the uncertainty estimation when the conditional density function has multiple modes. This paper demonstrates that multimodality should be considered in regression uncertainty estimation. To address the issue, we propose a novel method that generates a union of disjoint PIs. Throughout UCI benchmark experiments, our method improves over current state-of-the-art uncertainty quantification methods, reducing an average PI width by over 27$\%$. Through qualitative experiments, we visualized that the multi-mode often exists in real-world datasets and why our method produces high-quality PIs compared to the previous PI. 