Combinatorics and real lifts of bitangents to tropical quartic curves

HIGHLIGHTS

• who: Maria Angelica Cueto from the Department, The Ohio State University, W, th Ave, Columbus, OH, USA have published the paper: Combinatorics and Real Lifts of Bitangents to Tropical Quartic Curves, in the Journal: (JOURNAL)
• what: The authors show such classes determine tropically convex sets and provide a complete combinatorial of such objects into 41 types (up to symmetry). Next, the authors discuss how the signs si j of the coefficients ai j of q determine the existence of real lifts of the bitangent classes of, as predicted by Table 11 (after suitable permutations). To . . .
  

   

  

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