APA 6th Edition Slišković, M., Jelić, G. i Hell, M. (2005). SUSTAVNO DINAMIČKO MODELIRANJE OBNOVLJIVIH MORSKIH RESURSA. NAŠE MORE, 52 (1-2), 33-36. Preuzeto s https://hrcak.srce.hr/8421
MLA 8th Edition Slišković, Merica, et al. "SUSTAVNO DINAMIČKO MODELIRANJE OBNOVLJIVIH MORSKIH RESURSA." NAŠE MORE, vol. 52, br. 1-2, 2005, str. 33-36. https://hrcak.srce.hr/8421. Citirano 17.06.2019.
Chicago 17th Edition Slišković, Merica, Gorana Jelić i Marko Hell. "SUSTAVNO DINAMIČKO MODELIRANJE OBNOVLJIVIH MORSKIH RESURSA." NAŠE MORE 52, br. 1-2 (2005): 33-36. https://hrcak.srce.hr/8421
Harvard Slišković, M., Jelić, G., i Hell, M. (2005). 'SUSTAVNO DINAMIČKO MODELIRANJE OBNOVLJIVIH MORSKIH RESURSA', NAŠE MORE, 52(1-2), str. 33-36. Preuzeto s: https://hrcak.srce.hr/8421 (Datum pristupa: 17.06.2019.)
Vancouver Slišković M, Jelić G, Hell M. SUSTAVNO DINAMIČKO MODELIRANJE OBNOVLJIVIH MORSKIH RESURSA. NAŠE MORE [Internet]. 2005 [pristupljeno 17.06.2019.];52(1-2):33-36. Dostupno na: https://hrcak.srce.hr/8421
IEEE M. Slišković, G. Jelić i M. Hell, "SUSTAVNO DINAMIČKO MODELIRANJE OBNOVLJIVIH MORSKIH RESURSA", NAŠE MORE, vol.52, br. 1-2, str. 33-36, 2005. [Online]. Dostupno na: https://hrcak.srce.hr/8421. [Citirano: 17.06.2019.]
Sažetak Recent computer simulation has been increasingly used for investigating biological and ecological systems. Naturally, there are many different types of simulation approaches, but in this paper we will present a method which is originally known as „Industrial dynamics“ (Forrester, 1961). From its beginnings this method slowly became a theory which connects the structure of the system with dynamics behaviour of system (Forrester, 1968) and it is known by a new name „System dynamics“ (Forrester, 1971). According to Prof. Dr. J. Forrester from MIT System dynamics, in general, is philosophy about the system, which in basis has qualitative character and identification of dominative feedback loops in dynamics behaviour of the system, which are not isolated but under the influence of operating of the system itself. The fundamental of System dynamics is recognition of internal structure of the system, i.e. understanding the dynamics of behaviour which can result from the system alone (Roberts et al., 1983). This theory, nowadays recognized as a new scientific discipline known by the name System dynamics connects the structure of the system with its own dynamics of behaviour and with mutual interaction with surrounding environment of the observed system. In biological systems interaction of many elements of the system produces the answer of the system or its dynamics of behaviour (Moxnes, 2002). In this paper we will present application of System dynamics in modelling the renewable sea resources, i.e. we will present concrete application on indefinite fish population.