Protection of Images based on Fractal Geometry

被引：1
作者：
Dronyuk, Ivanna [1 ,2 ]
Kalinchuk, Volodymyr [2 ]
Gregusml, Michal [1 ]
机构：
[1] Comenius Univ, Odbojarov 10, Bratislava 82005, Slovakia
[2] Lviv Polytech Natl Univ, Bandery 12, UA-79013 Lvov, Ukraine
来源：
10TH INT CONF ON EMERGING UBIQUITOUS SYST AND PERVAS NETWORKS (EUSPN-2019) / THE 9TH INT CONF ON CURRENT AND FUTURE TRENDS OF INFORMAT AND COMMUN TECHNOLOGIES IN HEALTHCARE (ICTH-2019) / AFFILIATED WORKOPS | 2019年 / 160卷
关键词：
informational technologies; object-oriented programming; protection images; fractals; postscript;
D O I：
10.1016/j.procs.2019.11.055
中图分类号：
TP39 [计算机的应用];
学科分类号：
081203 ; 0835 ;
摘要：
The method of image transformation based on fractal geometry is developed. The method is based on building an image based on the Hilbert curve. The image is based on the principle of conformity of the contrast of the image of the filling density of the plane with lines. The mathematical substantiation of the method is given. The corresponding software is built with the use of postscript language. The work of the method is illustrated by figures. The method is used for images protection.
引用
收藏
页码：515 / 520
页数：6
相关论文
共 50 条
  • [31] Prognostic Impact of Intratumoral Heterogeneity Based on Fractal Geometry Analysis in Operated NSCLC Patients
    Castello, Angelo
    Russo, Carlo
    Grizzi, Fabio
    Qehajaj, Dorina
    Lopci, Egesta
    MOLECULAR IMAGING AND BIOLOGY, 2019, 21 (05) : 965 - 972
  • [32] Prognostic Impact of Intratumoral Heterogeneity Based on Fractal Geometry Analysis in Operated NSCLC Patients
    Angelo Castello
    Carlo Russo
    Fabio Grizzi
    Dorina Qehajaj
    Egesta Lopci
    Molecular Imaging and Biology, 2019, 21 : 965 - 972
  • [33] Fractal geometry for atmospheric correction and canopy simulation
    Tornow, C
    ALGORITHMS FOR MULTISPECTRAL AND HYPERSPECTRAL IMAGERY II, 1996, 2758 : 285 - 296
  • [34] Symmetric Encryption Using Sierpinski Fractal Geometry
    Rani, Jhansi P.
    Bhavani, Durga S.
    COMPUTER NETWORKS AND INTELLIGENT COMPUTING, 2011, 157 : 240 - 245
  • [35] Fractal tumours: Their real and virtual images
    Sedivy, R
    WIENER KLINISCHE WOCHENSCHRIFT, 1996, 108 (17) : 547 - 551
  • [36] Fractal geometry in the objective grading of prostate carcinoma
    Waliszewski, P.
    Wagenlehner, F.
    Gattenloehner, S.
    Weidner, W.
    UROLOGE, 2014, 53 (08): : 1186 - +
  • [37] Fractal and multifractal geometry: scaling symmetry and statistics
    Frame, Michael
    Martino, William
    WILEY INTERDISCIPLINARY REVIEWS-COMPUTATIONAL STATISTICS, 2012, 4 (03) : 249 - 274
  • [38] Fractal geometry and architecture: some interesting connections
    Sala, N.
    Eco-Architecture: Harmonisation between Architecture and Nature, 2006, 86 : 163 - 173
  • [39] KOCH-LIKE FRACTAL IMAGES
    Matsko, Vincent J.
    SYMMETRY-CULTURE AND SCIENCE, 2016, 27 (04): : 403 - 416
  • [40] A Pore-Scale Physical Model for Electric Dewatering of Municipal Sludge Based on Fractal Geometry
    Xu, Chuanrui
    Xu, Yao
    Wang, Jialiang
    Qiu, Shuxia
    Rao, Binqi
    Xu, Peng
    JOURNAL OF ENVIRONMENTAL ENGINEERING, 2023, 149 (03)
12345