Yuriy Tarannikov
Yuriy Tarannikov
Mech & Math Department, Lomonosov Moscow State University
Потвърден имейл адрес: mech.math.msu.su
Заглавие
Позовавания
Позовавания
Година
On resilient Boolean functions with maximal possible nonlinearity
YV Tarannikov
International Conference on Cryptology in India, 19-30, 2000
1782000
New constructions of resilient Boolean functions with maximal nonlinearity
Y Tarannikov
International Workshop on Fast Software Encryption, 66-77, 2001
602001
Autocorrelation coefficients and correlation immunity of Boolean functions
Y Tarannikov, P Korolev, A Botev
International Conference on the Theory and Application of Cryptology and …, 2001
392001
On the constructing of highly nonlinear resilient Boolean functions by means of special matrices
M Fedorova, Y Tarannikov
International Conference on Cryptology in India, 254-266, 2001
322001
Covering sequences of Boolean functions and their cryptographic significance
C Carlet, Y Tarannikov
Designs, Codes and Cryptography 25 (3), 263-279, 2002
312002
On repetition-free binary words of minimal density
R Kolpakov, G Kucherov, Y Tarannikov
Theoretical computer science 218 (1), 161-175, 1999
261999
Spectral analysis of high order correlation immune functions
Y Tarannikov, D Kirienko
Proceedings. 2001 IEEE International Symposium on Information Theory (IEEE …, 2001
182001
On correlation-immune and stable Boolean functions
YV Tarannikov
Math. Probl. Cybern 11, 91-148, 2002
162002
The minimal density of a letter in an infinite ternary square-free word is 0.2746
Y Tarannikov
J. Integer Sequences 5 (2), 2002
132002
Lower bounds on algebraic immunity for recursive constructions of nonlinear filters
A Botev, Y Tarannikov
Preprint, 2004
122004
Generalized proper matrices and constructing of m-resilient Boolean functions with maximal nonlinearity for expanded range of parameters
YV Tarannikov
Сибирские электронные математические известия 11, 229-245, 2014
82014
The minimal density of a letter in an infinite ternary square-free words is 0. 2746
Y Tarannikov
J. Integer Sequences 5 (02.2), 2, 2002
72002
On affine rank of spectrum support for plateaued function.
Y Tarannikov
IACR Cryptol. ePrint Arch. 2005, 399, 2005
62005
On a method for the constructing of cryptographically strong Boolean functions
YV Tarannikov
51999
The class of -balanced functions and the complexity of its realization
YV Tarannikov
Vestnik Moskovskogo Universiteta. Seriya 1. Matematika. Mekhanika, 83-85, 1991
51991
On plateaued Boolean functions with the same spectrum support
AV Khalyavin, MS Lobanov, YV Tarannikov
Сибирские электронные математические известия 13, 1346-1368, 2016
42016
On values of the affine rank of the support of spectrum of a plateaued function
YV Tarannikov
Discrete Mathematics and Applications 16 (4), 401-421, 2006
42006
On the structure and numbers of higher order correlation-immune functions
Y Tarannikov
2000 IEEE International Symposium on Information Theory (Cat. No. 00CH37060 …, 2000
42000
On Certain Bounds for the Weight of l -Balanced Boolean Functions
YV Tarannikov
Operations Research and Discrete Analysis, 285-299, 1997
41997
On packings of -products
AV Sauskan, YV Tarannikov
Сибирские электронные математические известия 13 (0), 888-896, 2016
32016
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