Title: Defending Backdoor Data Poisoning Attacks by Using Noisy Label Defense Algorithm. Abstract: Training deep neural networks with data corruption is a challenging problem. One example of such corruption is the backdoor data poisoning attack, in which an adversary strategically injects a backdoor trigger to a small fraction of the training data to subtly compromise the training process. Consequently, the trained deep neural network would misclassify testing examples that have been corrupted by the same trigger. While the label of the data could be changed to arbitrary values by an adversary, the extent of corruption injected to the feature values are strictly limited in order to keep the backdoor attack in disguise, which leads to a resemblance between the backdoor attack and a milder attack that involves only noisy labels. In this paper, we investigate an intriguing question: Can we leverage algorithms that defend against noisy labels corruptions to defend against general backdoor attacks? We first discuss the limitations of directly using the noisy-label defense algorithms to defend against backdoor attacks. Next, we propose a meta-algorithm that transforms an existing noisy label defense algorithm to one that protects against backdoor attacks. Extensive experiments on different types of backdoor attacks show that, by introducing a lightweight alteration for minimax optimization to the existing noisy-label defense algorithms, the robustness against backdoor attacks can be substantially improved, while the intial form of those algorithms would fail in presence of a backdoor attacks.