Terrorism in the light of nonlinear sciences: Stoichiometric network analysis of the population processes
Terorizam u svetlu nelinearnih nauka - stehiometrijska mrežna analiza populacionih procesa
Апстракт
Terrorism is considered as a complex nonequilibrium dynamical system, and it is described with simple model. The model is tested by Stoichiometric Network Analysis. Stability/instability condition is determined. Dynamical behavior of the model is examined in vicinity of the stability condition.
Terorizam je posmatran kao složen neravnotežni dinamički sistem i opisan je jednostavnim modelom. Model je ispitan stehiometrijskom mrežnom analizom. Izračunat je uslov stabilnosti, odnosno nestabilnosti modela. Numeričkom simulacijom je ispitano dinamičko ponašanje modela u okolini uslova stabilnosti.
Кључне речи:
dynamical systems / stoichiometric network analysis / terrorism / non-linear sciences / dinamički sistemi / stehiometrijska mrežna analiza / terorizam / nelinearne naukeИзвор:
Nauka, tehnika, bezbednost, 2003, 13, 2, 39-49Институција/група
IHTMTY - JOUR AU - Čupić, Željko AU - Anić, Slobodan PY - 2003 UR - https://cer.ihtm.bg.ac.rs/handle/123456789/99 AB - Terrorism is considered as a complex nonequilibrium dynamical system, and it is described with simple model. The model is tested by Stoichiometric Network Analysis. Stability/instability condition is determined. Dynamical behavior of the model is examined in vicinity of the stability condition. AB - Terorizam je posmatran kao složen neravnotežni dinamički sistem i opisan je jednostavnim modelom. Model je ispitan stehiometrijskom mrežnom analizom. Izračunat je uslov stabilnosti, odnosno nestabilnosti modela. Numeričkom simulacijom je ispitano dinamičko ponašanje modela u okolini uslova stabilnosti. T2 - Nauka, tehnika, bezbednost T1 - Terrorism in the light of nonlinear sciences: Stoichiometric network analysis of the population processes T1 - Terorizam u svetlu nelinearnih nauka - stehiometrijska mrežna analiza populacionih procesa VL - 13 IS - 2 SP - 39 EP - 49 UR - https://hdl.handle.net/21.15107/rcub_cer_99 ER -
@article{ author = "Čupić, Željko and Anić, Slobodan", year = "2003", abstract = "Terrorism is considered as a complex nonequilibrium dynamical system, and it is described with simple model. The model is tested by Stoichiometric Network Analysis. Stability/instability condition is determined. Dynamical behavior of the model is examined in vicinity of the stability condition., Terorizam je posmatran kao složen neravnotežni dinamički sistem i opisan je jednostavnim modelom. Model je ispitan stehiometrijskom mrežnom analizom. Izračunat je uslov stabilnosti, odnosno nestabilnosti modela. Numeričkom simulacijom je ispitano dinamičko ponašanje modela u okolini uslova stabilnosti.", journal = "Nauka, tehnika, bezbednost", title = "Terrorism in the light of nonlinear sciences: Stoichiometric network analysis of the population processes, Terorizam u svetlu nelinearnih nauka - stehiometrijska mrežna analiza populacionih procesa", volume = "13", number = "2", pages = "39-49", url = "https://hdl.handle.net/21.15107/rcub_cer_99" }
Čupić, Ž.,& Anić, S.. (2003). Terrorism in the light of nonlinear sciences: Stoichiometric network analysis of the population processes. in Nauka, tehnika, bezbednost, 13(2), 39-49. https://hdl.handle.net/21.15107/rcub_cer_99
Čupić Ž, Anić S. Terrorism in the light of nonlinear sciences: Stoichiometric network analysis of the population processes. in Nauka, tehnika, bezbednost. 2003;13(2):39-49. https://hdl.handle.net/21.15107/rcub_cer_99 .
Čupić, Željko, Anić, Slobodan, "Terrorism in the light of nonlinear sciences: Stoichiometric network analysis of the population processes" in Nauka, tehnika, bezbednost, 13, no. 2 (2003):39-49, https://hdl.handle.net/21.15107/rcub_cer_99 .