Showing 241 - 260 results of 804 for search '"Interpol"', query time: 0.11s Refine Results
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  12. 252

    A csúcstechnológiai bűnözés elleni küzdelem támogatása by Gábor Szalárdi

    Published 2012-06-01
    “… Az Európai Rendőrségi Hivatal (Europol), a Nemzetközi Bűnügyi Rendőrségi Szervezet (Interpol) és az Európai Unió tapasztalataira építve a szerző áttekintést nyújt a kiberbűnözés elleni küzdelem legfontosabb feladatairól és kihívásairól. …”
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  13. 253

    Victim Verification with the Use of Deep Metric Learning in DVI System Supported by Mobile Application by Zbigniew Piotrowski, Marta Bistroń, Gabriel Jekateryńczuk, Paweł Kaczmarek, Dymitr Pietrow

    Published 2025-01-01
    “…The DVI (Disaster Victim Identification) procedure, an international standard developed by Interpol, is used. The purpose of the IDV system is to facilitate and expedite the process of determining victims’ identities. …”
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  14. 254

    Specific Features of Interaction between Criminal Police Divisions and Other Subjects within Counteracting Criminal Offenses against Morality by O. M. Yemets

    Published 2020-12-01
    “…In fact the capabilities of Interpol and Europol are used. Besides, cooperation with other international and non-governmental organizations is envisaged. …”
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  15. 255

    Otsu’s Image Segmentation Algorithm with Memory-Based Fruit Fly Optimization Algorithm by Ruishuai Chai

    Published 2021-01-01
    “…The visual effect of grayscale images is enhanced by selecting grayscale images from the standard grayscale image test set and interpolating them with bilinear interpolation, bucolic interpolation, NEDI interpolation, and FEOI interpolation for interpolation simulation validation. …”
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  16. 256

    Canonical Sets of Best L1-Approximation by Dimiter Dryanov, Petar Petrov

    Published 2012-01-01
    “…In mathematics, the term approximation usually means either interpolation on a point set or approximation with respect to a given distance. …”
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  17. 257

    New Approach to Fractal Approximation of Vector-Functions by Konstantin Igudesman, Marsel Davletbaev, Gleb Shabernev

    Published 2015-01-01
    “…This paper introduces new approach to approximation of continuous vector-functions and vector sequences by fractal interpolation vector-functions which are multidimensional generalization of fractal interpolation functions. …”
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  18. 258

    Research on wireless coverage area detection technology for 5G mobile communication networks by Hongjun Wang, Yu Zhou, Wenhao Sha

    Published 2017-12-01
    “…Second, the algorithm performs Gaussian filtering on collected data. Then, an interpolation estimation algorithm is adopted to estimate the interpolation of the area. …”
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  19. 259

    CFA-Based Splicing Forgery Localization Method via Statistical Analysis by Lei Liu, Peng Sun, Yubo Lang, Jingjiao Li

    Published 2024-01-01
    “…Most previous color filter array (CFA)-based forgery localization methods perform under the assumption that the interpolation algorithm is linear. However, interpolation algorithms commonly used in digital cameras are nonlinear, and their coefficients vary with content to enhance edge information. …”
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  20. 260

    PARAMETRIC LEVEL SET METHOD-BASED TOPOLOGY OPTIMIZATION OF HEAT CONDUCTION STRUCTURES by SHEN YaDong, FENG JianHu, CHENG XiaoHan

    Published 2018-01-01
    “…With the problems of complicated calculation process and lower computational efficiency in topology optimization using the traditional level set method(LSM) of heat conduction structures,parametric level set method(PLSM) is introduced into topology optimization for heat conduction structures.The compactly supported radial basis functions(CS-RBFs) are used to interpolate the initial level set function.The interpolation coefficients of CS-RBFs are proposed as the design variables,dissipation of heat transport potential capacity is adopted as the objective function,and the volume of material is used as the constraint.The topology optimization model for heat conduction structures is thus built.Because the method of moving asymptotes(MMA) is used to update the interpolation coefficients of CS-RBFs,the process of topology optimization for structures is transformed into that of updating interpolation coefficients and the optimal topology is finally obtained.Numerical examples show that the optimal results using PLSM are essentially in agreement with those of LSM optimal results,which illustrates the feasibility and validity of the proposed method.…”
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