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Ian Molloy

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AAAI Conference 2021 Conference Paper

Adaptive Verifiable Training Using Pairwise Class Similarity

  • Shiqi Wang
  • Kevin Eykholt
  • Taesung Lee
  • Jiyong Jang
  • Ian Molloy

Verifiable training has shown success in creating neural networks that are provably robust to a given amount of noise. However, despite only enforcing a single robustness criterion, its performance scales poorly with dataset complexity. On CIFAR10, a non-robust LeNet model has a 21. 63% error rate, while a model created using verifiable training and a L∞ robustness criterion of 8/255, has an error rate of 57. 10%. Upon examination, we find that when labeling visually similar classes, the model’s error rate is as high as 61. 65%. Thus, we attribute the loss in performance to inter-class similarity. Classes that are similar (i. e. , close in the feature space) increase the difficulty of learning a robust model. While it may be desirable to train a model to be robust for a large robustness region, pairwise class similarities limit the potential gains. Furthermore, consideration must be made regarding the relative cost of mistaking one class for another. In security or safety critical tasks, similar classes are likely to belong to the same group, and thus are equally sensitive. In this work, we propose a new approach that utilizes interclass similarity to improve the performance of verifiable training and create robust models with respect to multiple adversarial criteria. First, we cluster similar classes using agglomerate clustering and assign robustness criteria based on the degree of similarity between clusters. Next, we propose two methods to apply our approach: (1) the Inter-Group Robustness Prioritization method, which uses a custom loss term to create a single model with multiple robustness guarantees and (2) the neural decision tree method, which trains multiple sub-classifiers with different robustness guarantees and combines them in a decision tree architecture. Our experiments on Fashion-MNIST and CIFAR10 demonstrate that by prioritizing the robustness between the most dissimilar groups, we improve clean performance by up to 9. 63% and 30. 89% respectively. Furthermore, on CIFAR100, our approach reduces the clean error rate by 26. 32%.

AAAI Conference 2016 Conference Paper

DinTucker: Scaling Up Gaussian Process Models on Large Multidimensional Arrays

  • Shandian Zhe
  • Yuan Qi
  • Youngja Park
  • Zenglin Xu
  • Ian Molloy
  • Suresh Chari

Tensor decomposition methods are effective tools for modelling multidimensional array data (i. e. , tensors). Among them, nonparametric Bayesian models, such as Infinite Tucker Decomposition (InfTucker), are more powerful than multilinear factorization approaches, including Tucker and PARAFAC, and usually achieve better predictive performance. However, they are difficult to handle massive data due to a prohibitively high training cost. To address this limitation, we propose Distributed infinite Tucker (DINTUCKER), a new hierarchical Bayesian model that enables local learning of InfTucker on subarrays and global information integration from local results. We further develop a distributed stochastic gradient descent algorithm, coupled with variational inference for model estimation. In addition, the connection between DINTUCKER and InfTucker is revealed in terms of model evidence. Experiments demonstrate that DINTUCKER maintains the predictive accuracy of InfTucker and is scalable on massive data: On multidimensional arrays with billions of elements from two real-world applications, DINTUCKER achieves significantly higher prediction accuracy with less training time, compared with the state-of-the-art large-scale tensor decomposition method, GigaTensor.

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