B. An*, M. Ding*, T. Rabbani* et al., 2024
We systematically reveal weaknesses in modern image-based watermarking protocols, including those of a generative variety. Check out our benchmark and toolkit at wavesbench.github.io/.
T. Rabbani*, M. Bornstein*, F. Huang. NeurIPS, 2023.
Using a new family of hash functions, we develop one of the first private, personalized, and memory-efficient on-device LSH frameworks for training recommender DNNs on extreme multi-label datasets.
M. Bornstein, T. Rabbani*, AS Bedhi, F. Huang. ICLR, 2023.
We enable wait-free model training for peer-to-peer FL using model caching. Our algorithm provable convergence at a SotA rate and empirically significantly speeds up global model convergence.
M. Ding, T. Rabbani, B. An, EZ Wang, F. Huang. NeurIPS, 2022.
This paper proposes a sketch-based algorithm whose training time and memory grow sublinearly with respect to graph size by training GNNs atop a few compact sketches of graph adjacency and node embeddings.
A. Applebaum, J. Clikeman, J. Davis, J. Dillon, J. Jedwab, T. Rabbani, K. Smith, W. Yolland. Algebra & Number Theory, 2023.
We determine that all groups of order 256 not excluded by the two classical nonexistence criteria contain a difference set, resolving a 25 year old question posed by John Dillon.
T. Rabbani*, A. Jain, A. Rajkumar, F. Huang. PMLR, 2022.
We provide a pair of novel momentum-based power methods, DMPower and a streaming variant, DMStream. In contrast with prior art, these accelerated methods do not depend on spectral knowledge.
T. Rabbani*, A. Reustle*, F. Huang. IntelliSys, 2022.
We present a GPU algorithm for performing convolution with decomposed tensor products. We experimentally find up to 4.85x faster execution times than cuDNN for some tensors.
T. Rabbani*, K. Smith. Proceedings of the 14th International Conference on Finite Fields and their Applications, 2022.
We examine recent construction techniques of Hadamard difference sets in 2-groups and an extension of orthogonal building sets to nonabelian groups.
T. Rabbani*. Rose-Hulman Undergraduate Mathematics Journal, 2016.
We use Bhargava’s theory of escalators to establish several infinite familes of positive integers, interpreted as singletons in N, without unique minimal forcing sets in T.
T. Rabbani*. SIURO, 2015.
In 2011, Samsung Electronics Co. filed a complaint against Apple Inc. for alleged infringement of patents described in US 7706348, including a [30,10,10] code. We give a construction of an even better [30,10,11] non-cyclic code, which is distinct from the conventional BCH construction.
T. Rabbani*, J. Su*, X. Liu, D. Chan, G. Sangston, F. Huang. Third Workshop on Seeking Low‑Dimensionality in Deep Neural Networks, 2023.
M. Ding*, Y. Xu, T. Rabbani, X. Liu, T. Ranadive, TC Tuan, F. Huang. New Frontiers in Graph Learning, 2023.
T. Rabbani*, B. Feng*, M. Bornstein, K. Sang, Y. Yang, A. Rajkumar, A. Varshney, F. Huang. International Workshop on Trustable, Verifiable and Auditable Federated Learning in Conjunction with AAAI, 2022.