Every event structure admits a unique minimal quotient under folding with respect to hereditary history preserving bisimilarity, with the result holding specifically and uniquely for prime event structures.
Otherwise, ifC1̸=∅, for ally∈ C1 it holds⌊y⌋⊆ C1 and thus¬(x′↗∃ f(⌊y⌋)
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Minimisation of Event Structures
Every event structure admits a unique minimal quotient under folding with respect to hereditary history preserving bisimilarity, with the result holding specifically and uniquely for prime event structures.