Linear coefficients of kerov’s polynomials: bijective proof and refinement of zagier’s result

HIGHLIGHTS

• who: DMTCS proc., AN and Valentin, Fu00e9ray from the FPSAC, San Francisco, USA have published the paper: Linear coefficients of Kerovu2019s polynomials: bijective proof and refinement of Zagieru2019s result, in the Journal: (JOURNAL)
• what: The authors show that (u03b2, u03c0) is actually uniquely determined by_(u03c4, u03c3). The authors show by induction that there is at most one possible integer value for each symbolic label. (i) By construction, the label u03b11 of the right-most edge or thorn descending from the root is necessarily 1. (ii) Assume that for i u2208 , the authors have identified . . .
  

   

  

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