Research Interests

My research focuses on lattice-based cryptography and the development of privacy enhancing technologies for use in the post-quantum era. At present I work on zero-knowledge protocols from lattices and their applications to e-voting, distributed key generation, and threshold cryptography.

Education

  • DPhil Mathematics, Oxford, 'Post-quantum cryptography'. Supervisors:Prof. Liqun Che, Dr. Shuichi Katsumata, Dr. Ali Kaafarani, 2017-2024.

  • MSc Mathematics, Royal Holloway University of London, 'Mathematics for communications and cryptography', 2016-17.

  • MSci Mathematics, University College London (UCL), 2012-2016.

Publications

  1. ‘More Efficient Post-Quantum Electronic Voting from NTRU’, Link

  2. ‘Collaborative, Segregated NIZK (CoSNIZK) and More Efficient Lattice-Based Direct Anonymous Attestation’ Link

  3. ‘More efficient, provably-secure direct anonymous attestation from lattices’, Link

  4. Patrick Hough, A lower bound for biases amongst products of two primes. Research in Number Theory, 3(1):19, . Link

  5. L-DAA: Lattice-Based Direct Anonymous Attestation, 1, May, 2018. Link