Fully packed loop configurations: polynomiality and nested arches

HIGHLIGHTS

• who: Fully packed loop configurations and collaborators from the FPSAC , Vancouver, Canada have published the paper: Fully packed loop configurations: polynomiality and nested arches, in the Journal: (JOURNAL)
• what: Florian Aigner If the authors evaluate this for z1=z2=1 the authors obtain: D1 (P )z1=z2=1=α2,1 - α1,2 + q -1 (β2 - β1 ) + q(γ1 - γ2 ).

SUMMARY

The number of noncrossing matchings of size n is given by the n-th Catalan number 2n 1 Cn=n+1 n. The authors can define a partial order on the . . .

 



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