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HIERARCHAL INDUCTIVE PROCESS MODELING AND ANALYSIS ...

HIERARCHAL INDUCTIVE PROCESS MODELING AND ANALYSIS ...

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eally well (Atanasova et al. 2007). While this framework can evaluate only able one<br />

state variable at the time, HIPM is capable of evaluating multiple variables simultaneously<br />

; however we are faced with an under-constrained optimization problem<br />

since we want to select models with data for only a couple of the variables. Using<br />

CIAO simulated data we were able to explore and investigate the response of HIPM<br />

for the phytoplankton dynamic in the Ross Sea. Even though we did not use real-life<br />

data the results generate conclusions. First, more data is not synonymous with fewer<br />

models being selected. This conclusion must be tested to see if it can be generalized<br />

to other ecosystems or if becomes obsolete with a refined and improved processlibrary.<br />

Secondly, the result that zooplankton contains more restrictive power than<br />

the other state variables was attained only through multiple experiments using a<br />

full data set. There is room for further work in the area of exploratory statistics<br />

with the median activation value in order to develop a formal procedure that would<br />

assist scientist in their decision making process for data collection.<br />

The number of processes taken into consideration for the Ross Sea ecosystem<br />

make for an extensive process-library, which creates models with very intricate and<br />

complex structures. A direction for improvement would be to look at some sort of<br />

measure of complexity for the models, somewhat motivated by the law of parsimony<br />

that states that the simplest explanation is often the best.This could be coupled<br />

with a measure of distance between models; this two concepts could potentially be<br />

of great value when comparing different models. However, at this point the more<br />

plausible and logical step for future research would be first to incorporate diatoms<br />

in the way in which phytoplankton is defined in the process library and second to<br />

switch from a mean square error to a maximum square error, which in my opinion<br />

would yield very different results. In the long run, this thesis could be the premise<br />

to a protocol towards decision making in the data collection process.<br />

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