2 citations · 4 across the 9 of their papers we have counts for
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math.CO2018
The block spectrum of RNA pseudoknot structures
Thomas J. X. Li, Christina S. Burris, Christian M. Reidys
In this paper we analyze the length-spectrum of blocks in -structures. -structures are a class of RNA pseudoknot structures that plays a key role in the context of polynomial…
math.CO2018
The rainbow-spectrum of RNA secondary structures
Thomas J. X. Li, Christian M. Reidys
In this paper we analyze the length-spectrum of rainbows in RNA secondary structures. A rainbow in a secondary structure is a maximal arc with respect to the partial order induced…
math.CO2018
From unicellular fatgraphs to trees
Thomas J. X. Li, Christian M. Reidys
In this paper we study the minimum number of reversals needed to transform a unicellular fatgraph into a tree. We consider reversals acting on boundary components, having the natur…