Counting self-dual interval orders

HIGHLIGHTS

• who: FPSAC and colleagues from the Fakultät für Mathematik, Universität Wien, Wien, Austria have published the research work: Counting self-dual interval orders, in the Journal: (JOURNAL)
• what: Before the authors state the proof of the theorem, the authors demonstrate several possible substitutions. The formulas of the form the authors derived in this paper are useful in providing an efficient way to explicitly compute the coefficients of the corresponding generating functions.

SUMMARY

Every interval order P can be uniquely obtained from a primitive interval order P 0 by . . .

 



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