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Browsing 1. Articole publicate in reviste cotate ISI / Articles published in ISI journals by Author "Agop, Maricel"

Browsing 1. Articole publicate in reviste cotate ISI / Articles published in ISI journals by Author "Agop, Maricel"

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  • Implicit chaos in complex systems in the form of period doubling through harmonic mappings 
    Agop, Ștefana; Păun, Vladimir-Alexandru; Ștefan, Gavril; Petrescu, Tudor-Cristian; Agop, Maricel; Păun, Viorel-Puiu (Bucharest: Politehnica Press, 2021)
    In the Multifractal Theory of Motion, in the form of Schrödinger – type “regimes”, non – linear behaviors of a complex system are analysed. Then, in the non - stationary case, symmetries of SL(2R)-type for structural units ...
  • On a special symmetry in the dynamics of complex systems in a holographic-type perspective 
    Agop, Ștefana; Păun, Maria-Alexandra; Dumitraș, Cătălin; Frăsilă, Mihail; Păun, Vladimir-Alexandru; Agop, Maricel; Păun, Viorel-Puiu; Ștefan, Gavril (University POLITEHNICA of Bucharest, 2023)
    By operating with the Scale Relativity Theory in the dynamics of complex systems, we can achieve a description of these complex systems through a holographic-type perspective. Then, gauge invariances of a Riccati-type ...
  • Statistical Analysis and Machine Learning Used in the Case of Two Behavioral Tests Applied in Zebrafish Exposed to Mycotoxins 
    Mandalian, Tigran-Lucian; Pașca, Aurelian-Sorin; Toma, Loredana-Maria; Agop, Maricel; Toma, Bogdan-Florin; Vasilescu, Alin-Mihai; Lupașcu Ursulescu, Corina (MDPI, 2022-03-11)
    Machine learning is a branch of artificial intelligence that allows computer systems to learn directly from examples, data, and experience. Statistical modeling is more about finding connections between variables and ...
  • Towards a Holographic-Type Perspective in the Analysis of Complex-System Dynamics 
    Agop, Ștefana; Filipeanu, Dumitru; Țigănaș, Claudiu-Gabriel; Grigoraș Ichim, Claudia-Elena; Moroșan Dănilă, Lucia; Gavriluț, Alina; Agop, Maricel; Ștefan, Gavril (MDPI, 2023-03-08)
    By operating with the Scale Relativity Theory by means of two scenarios (Schrӧdinger and Madelung-type scenarios) in the dynamics of complex systems, we can achieve a description of these complex systems through a ...