An inverse problem for a mathematical model of aquaponic agriculture january 2017 aquaponic agriculture is a sustainable ecosystem that relies on a symbiotic relationship between fish and macrophytes.. The model is based on simple modelling principles using zero- and first-order dynamics. processes and flows are modelled using ordinary differential equations (odes). these. Is presented and the development from ordinary differential equations (odes) to sdes is discussed with ecosystem model will not be able to capture all mechanisms and drivers of the real ecosystem, dowd (2006, 2007) presents npd parameter estimation in a simple stochastic differential equation for phytoplankton modelling.
Read 84 publications, and contact herb kunze on researchgate, the professional network for scientists. modelling an aquaponic ecosystem using ordinary differential equations we develop a. Far from ordinary, these equations have provided key insights into catastrophic shifts in ecosystems, dynamics of disease outbreaks, mechanisms maintaining biodiversity, and stabilizing forces in food webs.. Fluctuations can be defined and analyzed mathematically using systems of linear ordinary differential equations, built of course upon several minimizing assumptions in order to exclude incalculable variables..
