| G.3 PROBABILITY AND STATISTICS | Article |
FUZZY SETS AS A MEAN FOR UNCERTAINTY HANDLING: MATH, APPLIED MATH, HEURISTICS |
Abstract: Number of Disciplines and Theories changed their status from status of Natural Science discipline to Mathematics. The Theory of Probability is the classical example of that kind. The main pr |
| G.1.6 Optimization | Article |
FUZZY SETS: MATH, APPLIED MATH, HEURISTICS? PROBLEMS AND INTERPRETATIONS |
Abstract: Number of Disciplines and Theories changed their status from status of Natural Science discipline to
Mathematics. The Theory of Probability is the classical example of that kind. The main p |
| G.2.1 Combinatorics | Article |
GENERATING MORE BOUNDARY ELEMENTS OF SUBSET PROJECTIONS |
Abstract: Composition problem is considered for partition constrained vertex subsets of n dimensional unit cube
En . Generating numerical characteristics of En subsets partitions is considered by mea |
| G.3 PROBABILITY AND STATISTICS | Article |
GOD-ICS. ON FUNDAMENTAL INFORMATION FIELD QUEST |
Abstract: Further progress in AI research requires more complete and comprehensive study of information interactions in nature, not confined to psyche and intellect of individuals. One should not igno |
| G.1.6 Optimization | Article |
IMPLEMENTATION OF GENETIC ALGORITHMS FOR TRANSIT POINTS ARRANGEMENT |
Abstract: The problem of transit points arrangement is presented in the paper. This issue is connected with
accuracy of tariff distance calculation and it is the urgent problem at present. Was showed |
| G.3 PROBABILITY AND STATISTICS | Article |
IMPROVED CRYPTOANALYSIS OF THE SELF-SHRINKING ... |
Abstract: The Self-shrinking p-adic cryptographic generator (SSPCG) is a fast software stream cipher. Improved
cryptoanalysis of the SSPCG is introduced. This cryptoanalysis makes more precise the le |
| G.2.2 Graph Theory | Article |
INFORMATION FLOWS ENHANCEMENT FOR AIS TOURISM AUTOMATED INFORMATION SYSTEM |
Abstract: This article put emphasis on the issue of information system efficiency in tourism, as a tool of
defining the level of domestic and inbound tourism growth. The necessity of information syst |
| G.3 PROBABILITY AND STATISTICS | Article |
INFORMATION SYSTEM OF FORECASTING BASED ON COMBINED MODELS WITH TIME SERIES ... |
Abstract: The article offers information system of time series forecasting based on the combined models of
hybrid and selective types for various criteria of selection with the previous time series c |
| G.1.2 Approximation | Article |
Integrated Approach to the Study of Fractal Time Series |
Abstract: In this works we propose an integrated approach to the analysis of self-similar properties of stochastic
processes for time series of short length. The sequence of steps of the fractal anal |
| G.2.2 Graph Theory | Article |
INTERFERENCE MINIMIZATION IN PHYSICAL MODEL OF WIRELESS NETWORKS |
Abstract: Interference minimization problem in wireless sensor and ad-hoc networks is considered. That is to
assign a transmission power to each node of a network such that the network is connected a |
| G.3 PROBABILITY AND STATISTICS | Article |
INTERVALS AS ULTRAMETRIC APPROXIMATIONS ACCORDING TO THE SUPREMUM NORM |
Abstract: Given two distances d and d′ defined on a finite set I, with d d′, we characterise the set of all
ultrametrics lying between d and d′ (if any), showing they are the union of finitel |
| G. Mathematics of Computing | Article |
KERNEL-BASED METHODS FOR NON-STATIONARY TIME-SERIES ... |
Abstract: Identification and prediction problem of nonlinear time-series generated by discrete dynamic system is
considered via Kernel Method approach. A unified approach to recurrent kernel identifi |
| G.1 NUMERICAL ANALYSIS | Article |
KERNEL-BASED METHODS FOR NON-STATIONARY TIME-SERIES IDENTIFICATION AND ... |
Abstract: Identification and prediction problem of nonlinear time-series generated by discrete dynamic system is
considered via Kernel Method approach. A unified approach to recurrent kernel identifi |
| G.2.1 Combinatorics | Article |
LAGRANGEAN APPROXIMATION FOR COMBINATORIAL INVERSE PROBLEMS |
Abstract: Various combinatorial problems are effectively modelled in terms of (0,1) matrices. Origins are coming
from n-cube geometry, hypergraph theory, inverse tomography problems, or directly from |
| G.2.1 Combinatorics | Article |
LOGARITHMIC DISTANCES IN GRAPHS |
Abstract: The walk distances in graphs are defined as the result of appropriate transformations of the
P1
k=0(tA)k
proximity measures, where A is the weighted adjacency matrix of a graph and t is a |
| G.1.3 Numerical Linear Algebra | Article |
MATRIX FEATURE VECTORS AND HU MOMENTS IN GESTURE RECOGNITION |
Abstract: This paper covers usage of matrix feature vectors and Hu moments in recognition of tactile sign
language. The paper also provides comparative characteristic of both approaches and a variant |
| G.1.3 Numerical Linear Algebra | Article |
MATRIX FEATURE VECTORS IN SPEECH AND GESTURE RECOGNITION |
Abstract: This paper draws parallels between speech recognition of one speaker on a limited set of words and
recognition of tactile sign language. The paper also provides variant of formation of feat |
| G.1.6 Optimization | Article |
MATRIX “FEATURE VECTORS” IN GROUPING INFORMATION PROBLEM: LINEAR ... |
Abstract: The problem of classification, clusterization or patterns recognition is one the manifestation of grouping information problem (GIP) in applied researching. It involves, beside mentioned abo |
| G.1.6 Optimization | Article |
MATRIXES LEAST SQUARES METHOD AND EXAMPLES OF ITS APPLICATION |
Abstract: General framework of Least Square Method (LSM) generalization is represented in the paper. Namely,
- generalization on vectors and matrixes case of the observation. Also, some principal exa |
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