Nikonov Vladimir G.
Doctor of Engineering, Professor; member at the Presidium
Russian Academy of Natural Sciences , Moscow, Russian Federation
ARTICLES:
ABOUT CONSTRUCTION OF ANALYTICAL DEFINITION OF k-VALUE THRESHOLD FUNCTION
Computational Nanotechnology — Issue №2 2015: 5-13
Geometrical approach to the argumentum of bijection of one coordinate-threshold reflection
Computational Nanotechnology — Issue №4 2015: 26-30
ABOUT BIJECTIVITY OF TRANSFORMATIONS DETERMINED BY QUASI-HADAMARD MATRIXES
Computational Nanotechnology — Issue №1 2016: 6-13
BIJECTIVE COORDINATE-FORBIDDEN k-VALUED FUNCTIONS IN A PROBLEM OF SYNTHESIS OF SUBSTITUTIONS
Computational Nanotechnology — Issue №1 2016: 14-23
The usage of equalprobable functions with mutal implicantive covering of straight diameter in the problem of constructing bijective mapping ф:Vr2 → Vr2
Computational Nanotechnology — Issue №2 2016: 132-138
ABOUT THE NEW ALGORITM OF CHARACTERIZATION OF k-VALUED THRESHOLD FUNCTIONS
Computational Nanotechnology — Issue №1 2017: 7-14
ABOUT POSSIBILITY OF USING FRACTAL MODELS IN DATA SECURITY SYSTEM CONSTRUCTION
Computational Nanotechnology — Issue №1 2017: 39-49
GEOMETRIC APPROACH TO ESTIMATION OF COMPLEXITY BOOLEAN FUNCTIONS
Computational Nanotechnology — Issue №3 2018: 32-43
SPECIFICATIONS OF APPROXIMATION k-VALUE FUNCTIONS AND THEIR PROPERTIES
Computational Nanotechnology — Issue №2 2019: 77-84
Combinatorial polynomially computable characteristics of substitutions and their properties
Computational Nanotechnology — Issue №2 2020: 34-41
On the Complexity of Specifying a Symmetric Group of Permutations of Degree 2n in a Threshold Basis on a Promising Element Base
Computational Nanotechnology — Issue №3 2021: 50-58
About Some Properties of Quasi-hadamard Matrices Defining Bijective Transformations
Computational Nanotechnology — Issue №1 2022: 32-38
4-Variable Boolean Functions Representations Classification in the Form of Nonlinearity Minimal Degree Separating Surfaces
Computational Nanotechnology — Issue №1 2022: 56-92
Construction of a Reversible Full-cycle Transformation in a Threshold Basis
Computational Nanotechnology — Issue №2 2023: 36-41
