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Mathematical modelling was carried out using the Migratest Lite 2001 software (FABES 2003), which is based on the analytical solution of Fick's second law according to the modelling guideline (Simoneau 2010) and suitable for modelling migration from monolayer materials in well-mixed liquids.
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This work identifies a novel, cost-effective method for modeling migration patterns of and furthering conservation goals for a rare, low-density raptor species.
In order to model migration we do the following.
There are a large number of existing coalescent simulators [ 15- 21] allowing for varying degrees of flexibility in modeling migration between related and unrelated populations.
A more detailed description of the use of the CART in modeling migration speed using signaling proteins is given in [ 1].
In order to apply the model one must inherently define the appropriate spatial resolution (i.e., the areas to model migrations between/within).
Neither work investigates modelling or migration of the database explicitly.
Model migration has been proved to be an effective modeling tool to adopt an existing base model from an old process to a similar, yet non-identical process.
Furthermore, an iterative approach that jointly accomplishes model migration and process optimization is presented.
In this model, migration in new cultivation areas and local adaptations are considered to be part of the domestication process.
While injectivity can be understood using analytical models, migration and trapping calculations are generally carried out using numerical codes.
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