Перегляд за автором "Tereshchenko, G."

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  • Зображення мініатюри
    Публікація
    Blockchain in Public Administration
    (ХНУРЕ, 2018) Tereshchenko, G.; Nazarov, O.
    The article describes the possibilities of using blockchain technology in public administration. Cautions against possible negative consequences of its use, the authors pay attention to the advantages of the technology in question.
  • Зображення мініатюри
    Публікація
    Detection of blood cells
    (ХНУРЕ, 2019) Chetverykov, G. G.; Tereshchenko, G.; Konarieva, I.
    The structure of the medical image analysis system is considered. The algorithm of the blood cell recognition system is given. Formulated the main tasks to be solved during the morphological analysis of blood. The requirements for the algorithm in determining the leukocyte formula and the detection of blood corpuscles on a smear were determined. A model of color-brightness characteristics is proposed for describing typical images of a blood smear. The threshold values of the sizes of objects are determined when searching for cells. A histogram of the brightness of a typical field of view was investigated. A two-step algorithm for detecting blood cells is described, as well as an algorithm for constructing a dividing line on the plane of relative colors. The results of experiments on real preparations are given. The causes of detection errors are considered.
  • Зображення мініатюри
    Публікація
    Spatial Interpretation of the Notion of Relation and Its Application in the System of Artificial Intelligence
    (CEUR Workshop Proceedings, 2019) Proniuk, G.; Geseleva, N.; Kyrychenko, I.; Tereshchenko, G.
    This paper considers the point of view on relations that are interpreted as generalized spaces, in contrast to the classical definition of a relation as a subset of the Cartesian product of sets. The connection of generalized spaces with predicates and maps is also considered. Predicates accompanying generalized spaces, projection predicates are introduced. Possible interpretations of generalized spaces are presented. Looking at the attitude as a generalized space leads to the formulation of a number of interesting logical-mathematical problems and to the results that are promising for use in many areas of artificial intelligence.