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The continuous transition (T_j) is disabled if some of its input places are not filled.
An enabled transition can fire and thus remove tokens from its input places and generate tokens for its output places.
Once the k number of tokens at the input places satisfy the combined weight k of the input arcs, the transition can fire [16].
The firing of a transition means that the transition is enabled and tokens flow through the transition from input places to supply tokens to connecting output places [16].
Once the transition is fired, k number of tokens are removed from the input places and transformed into the output of the transition [16].
However, firing can be inhibited by transitions if the input places do not supply the minimum number of tokens equal to the input arc weights [16].
Similar(40)
Any enabled transition may fire by removing one token from every input place and depositing one token in each output place [29].
Namely, (forall p in P,, m(p) ge |p^{(t)} cap tau |) (i.e., m(p) is greater than the number of transitions in (tau ) for which p is the input place or equal to this number).
As can be seen in Figure 1(a), transition f2 is enabled because there is a token of type INSTRUCTION in its input place (fetching), and transition f1 is disabled because there is no token of colour fetch in the place control.
Arc a∈ Input t is an edge from input place p a to the transition t called input arc.
The input function I is a mapping from a transition t j to a place I(t j ), known as the input place of the transition.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com