• Forensic Fractal Nature Applications 

      Mitić, Vojislav V.; Lazović, Goran; Radosavljević Mihajlović, Ana; Mrdak, Gordana; Kaluđerović, Nenad; Nešić, Lazar; Đurđević, Dragan (Belgrade : Serbian Ceramic Society, 2018)
      Fractals are fragmented geometric shapes based on each or parts self-similarity. Fractal dimension (FD) is the most important characteristics in fractal nature analysis. There are many fractals applications including the ...
    • Fractal nature Heywang model contribution and BaTiO3-ceramics semiconducting phenomena 

      Mitić, Vojislav V.; Lazović, Goran; Vosika, Zoran; Paunović, Vesna; Veljković, Sandra; Danković, Danijel; Vlahović, Branislav (Belgrade : Serbian Ceramic Society, 2018)
      Well known material with ferroelectric properties, BaTiO3-ceramics, have many advanced applications. Fractal approach in analyzing of these structures can be one of the solution for investigation of morphology. It is known ...
    • Fractals applications on fractured archeological samples reconstruction 

      Mitić, Vojislav V.; Lazović, Goran; Topličić Ćurčić, Gordana; Momčilović, Ana; Đurić, Neđo (Belgrade : Serbian Ceramic Society, 2018)
      The civil engineering materials in the whole existing civilization have many characteristics which do not depend of past historical period, but, there is forever and everywhere fractal characteristic of structures morphology. ...
    • Multistep generalized transformation method applied to solving equations of discrete and continuous time-fractional enzyme kinetics 

      Vosika, Zoran; Mitić, Vojislav V.; Vasić, Aleksandar N.; Lazović, Goran; Matija, Lidija; Kocić, Ljubiša (Elsevier, 2017)
      In this paper, Caputo based Michaelis–Menten kinetic model based on Time Scale Calculus (TSC) is proposed. The main reason for its consideration is a study of tumor cells population growth dynamics. In the particular case ...