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For epidemic models in particular, the relationship between Markov-jump processes with varying rates and ODEs was made precise in Kurtz (1981).
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At the age of three, he was making precise drawings of the internal mechanisms of locomotives.
This connection will be made precise in what follows.
This is made precise in the following subsection.
Now, the Conservativeness criterion can be made precise as follows.
But of course this must be made precise.
The answer depends almost certainly on how the question is made precise.
Both principles can be made precise, proved, and computationally supported in numerous different ways.
This map is a continuous algebra homomorphism, in a sense that is made precise later.
Let us now see how Conservativeness and Eliminability can be made precise.
It needs to be made precise — i.e., its open variables need to be filled out.
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