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Session 2
Let us take a look at some examples of how
mathematical definitions are written in natural
language.
What to do for this assignment
- Study the contents of reference [1, pp.543-544] in the
related reading
list to see how a formal definition of a Petri net can be
expressed in natural language and graphical form.
Based on the information given in the definition,
consider the following:
- Can a Petri net have different numbers of place and transition elements?
- Can a Petri net have no arcs (i.e., F = empty set)?
- Can a Petri net arc have infinite weight?
- Can a Petri have only one place or transition element?
- Can a Petri net have no elements?
- Is PN=(P, T, F, W, M0) the same as (N, M0)?
- Do Exercise 2.
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