Cikkek nyilvánosan hozzáférhető megbízással - Simon R. BlackburnTovábbi információ
Sehol sem hozzáférhető: 1
Combinatorics and threshold cryptography
SR Blackburn
Combinatorial Designs and their Applications, 49-70, 2023
Megbízások: UK Engineering and Physical Sciences Research Council
Valahol hozzáférhető: 9
PIR array codes with optimal virtual server rate
SR Blackburn, T Etzion
IEEE Transactions on Information Theory 65 (10), 6136-6145, 2019
Megbízások: US National Science Foundation, UK Engineering and Physical Sciences …
PIR schemes with small download complexity and low storage requirements
SR Blackburn, T Etzion, MB Paterson
IEEE Transactions on Information Theory 66 (1), 557-571, 2019
Megbízások: US National Science Foundation, UK Engineering and Physical Sciences …
Probabilistic existence results for separable codes
SR Blackburn
IEEE Transactions on Information Theory 61 (11), 5822-5827, 2015
Megbízások: European Commission
The minimum Manhattan distance and minimum jump of permutations
SR Blackburn, C Homberger, P Winkler
Journal of Combinatorial Theory, Series A 161, 364-386, 2019
Megbízások: US National Science Foundation
Constructions and bounds for codes with restricted overlaps
SR Blackburn, NN Esfahani, DL Kreher, DR Stinson
IEEE Transactions on Information Theory 70 (4), 2479-2490, 2023
Megbízások: Natural Sciences and Engineering Research Council of Canada
Practical attacks against the Walnut digital signature scheme
W Beullens, SR Blackburn
Advances in Cryptology–ASIACRYPT 2018: 24th International Conference on the …, 2018
Megbízások: Research Foundation (Flanders), European Commission
Counting additive decompositions of quadratic residues in finite fields
SR Blackburn, SV Konyagin, IE Shparlinski
Functiones et Approximatio Commentarii Mathematici 52 (2), 223-227, 2015
Megbízások: Australian Research Council
Finite-field matrix channels for network coding
SR Blackburn, J Claridge
IEEE Transactions on Information Theory 65 (3), 1614-1625, 2018
Megbízások: UK Engineering and Physical Sciences Research Council, European Commission
The discrete logarithm problem for exponents of bounded height
SR Blackburn, S Scott
LMS Journal of Computation and Mathematics 17 (A), 148-156, 2014
Megbízások: UK Engineering and Physical Sciences Research Council
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