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At first, a basic model is defined.
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The 5 basic models are defined by the penetrance tables and MAFs below.
The basic form of the Wood model is defined as follows: where W t) is the expected yield at time t, and k = ln(a), b and c are parameters controlling the shape of the curve.
The numerical model is defined on a finite set of basic variables with prescribed probabilistic characteristics.
The basic reproductive number R 0 of a discrete SIR epidemic model is defined and the dynamical behavior of the model is studied.
Topological relations which represent the framework of the model are defined between the basic geometrical features which are gathered afterwards in macro-features.
Meanwhile, the classes of and relationships between the basic-element models are defined with respect to the geometrical, topological, semantical and appearance properties of these models.
In addition, basic assumptions of the proposed models are defined.
The parameters and variables in this basic model are separately defined in Table 1.
The models are defined by the figures.
The basic model is as follows.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com