Divesh Aggarwal
Principal Investigator
S15-04-12
dcsdiva@nus.edu.sg
65165628
Divesh Aggarwal

Preprints

  • Maciej Lukasz Obremski, D. Aggarwal. Inception makes non-malleable codes shorter as well!.
  • D. Aggarwal, Marco Tomamichel, M. Santha, T. Lee, Gavin K. Brennen. Quantum attacks on Bitcoin, and how to protect against them.

Publications

  • Mark Simkin, Joao Ribeiro, Jesper Buus Nielsen, Ivan Damgard, Maciej Lukasz Obremski, E. Purwanto, D. Aggarwal. (2019). Stronger Leakage-Resilient and Non-Malleable Secret-Sharing Schemes for General Access Structures. Proceedings of CRYPTO
  • Maciej Obremski, Jesper Buus Nielsen, E. Purwanto, Nico Dottling, D. Aggarwal. (2019). Continuous non-malleable codes in the 8-split-state model. Springer EUROCRYPT 531-561
  • D. Aggarwal, Kai-Min Chung, H.H. Lin, T. Vidick. (2019). A Quantum-Proof Non-Malleable Extractor, With Application to Privacy Amplification against Active Quantum Adversaries. Springer EUROCRYPT 442-469
  • D. Aggarwal, N. Stephens-Davidowitz. (2018). (Gap/S)ETH Hardness of SVP. ACM STOC
  • P. Mukhopadhyay, D. Aggarwal. (2018). Improved algorithms for the Shortest Vector Problem and the Closest Vector Problem in the infinity norm. ISAAC
  • D. Aggarwal, A. Joux, A. Prakash, M. Santha. (2018). A new public-key cryptosystem via Mersenne numbers. CRYPTO
  • D. Aggarwal, Noah Stephens-Davidowitz. (2018). Just Take the Average! An Embarrassingly Simple $2^n$-Time Algorithm for SVP (and CVP). Proceedings of the Symposium on Simplicity in Algorithms
  • D. Aggarwal, M. Obremski, T. Kazana. (2017). Inception makes non-malleable codes stronger. Theory of Cryptography
  • D. Aggarwal, O. Regev. (2016). A Note on Discrete Gaussian Combinations of Lattice Vectors. CJTCS 1
  • D. Aggarwal, U. Maurer. (2016). Breaking RSA Generically Is Equivalent to Factoring. IEEE Transactions on Information Theory 62 6251-6259
  • C. Dubey, D. Aggarwal. (2016). Improved hardness results for unique shortest vector problem. Inf. Proc. Lett 116 631-637
  • D. Aggarwal, S. Lovett, K. Hosseini. (2016). Affine-malleable extractors, spectrum doubling, and application to privacy amplification. IEEE ISIT
  • M. Tomamichel, M. Santha, T. Lee, Gavin K. Brennen, D. Aggarwal. Quantum attacks on Bitcoin, and how to protect against them. - None -