Alexei Vernitski
Alexei Vernitski
Department of Mathematical Sciences, University of Essex
Verified email at essex.ac.uk
Title
Cited by
Cited by
Year
The proof and the generalization of Higgins' theorem on divisors of semigroups of order-preserving mappings
AS Vernitskii, MV Volkov
Russian Mathematics-New York 39 (1), 34-39, 1995
311995
Optimized hash for network path encoding with minimized false positives
L Carrea, A Vernitski, M Reed
Computer networks 58, 180-191, 2014
192014
An approximate dynamic programming approach for improving accuracy of lossy data compression by Bloom filters
X Yang, A Vernitski, L Carrea
European Journal of Operational Research 252 (3), 985-994, 2016
132016
“Too taxing on the mind!” Authentication grids are not for everyone
K Krol, C Papanicolaou, A Vernitski, MA Sasse
International Conference on Human Aspects of Information Security, Privacy…, 2015
92015
Filters in (quasiordered) semigroups and lattices of filters
Z Juhasz, A Vernitski
Communications in Algebra 39 (11), 4319-4335, 2011
82011
A generalization of symmetric inverse semigroups
A Vernitski
Semigroup Forum 75 (2), 417-426, 2007
82007
Mathematical mindsets increase student motivation: Evidence from the EEG
I Daly, J Bourgaize, A Vernitski
Trends in Neuroscience and Education 15, 18-28, 2019
72019
Finite quasivarieties and self-referential conditions
A Vernitski
Studia Logica 78 (1-2), 337-348, 2004
72004
Describing semigroups with defining relations of the form $$$$ and $$ yx= zy $$ yx= zy and connections with knot theory
A Vernitski
Semigroup Forum 95 (1), 66-82, 2017
62017
Yes-no Bloom filter: A way of representing sets with fewer false positives
L Carrea, A Vernitski, M Reed
arXiv preprint arXiv:1603.01060, 2016
62016
Performance modelling and analysis of dynamic virtual optical network composition
S Peng, R Nejabati, E Escalona, D Simeonidou, M Anastasopoulos, ...
2012 16th International Conference on Optical Network Design and Modelling…, 2012
62012
The semigroups of order-preserving mappings: quest for quasiidentities
AS Vernitskii
Semigroups and Applications, 229-38, 1998
61998
Automated Reasoning for Knot Semigroups and-orbifold Groups of Knots
A Lisitsa, A Vernitski
International Conference on Mathematical Aspects of Computer and Information…, 2017
52017
Routing in hexagonal computer networks: How to present paths by Bloom filters without false positives
G Kayaturan, A Vernitski
2016 8th Computer Science and Electronic Engineering (CEEC), 95-100, 2016
52016
A way of eliminating errors when using Bloom filters for routing in computer networks
GC Kayaturan, A Vernitski
Networks, ICN, 52-57, 2016
52016
EMBEDDING ℐn IN A 2-GENERATOR INVERSE SUBSEMIGROUP OF ℐn+2
DB McAlister, JB Stephen, AS Vernitski
Proceedings of the Edinburgh Mathematical Society 45 (1), 1-4, 2002
52002
Using filters to describe congruences and band congruences of semigroups
Z Juhsz, A Vernitski
Semigroup Forum 83 (2), 320, 2011
42011
ORDERED AND-TRIVIAL SEMIGROUPS AS DIVISORS OF SEMIGROUPS OF LANGUAGES
A Vernitski
International Journal of Algebra and Computation 18 (07), 1223-1229, 2008
42008
Studying semigroups of mappings using quasi-identities
AS Vernitski
Semigroup Forum 63 (3), 387-395, 2001
42001
The finite basis problem for the semigroups of order-preserving mappings
AS Vernitskii
Proceedings of the Royal Society of Edinburgh Section A: Mathematics 129 (3…, 1999
41999
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