Counting real rational functions with all real critical values

Mathematics – Algebraic Geometry

Scientific paper

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12 pages (AMSTEX), 3 pictures

Scientific paper

We study the number of real rational degree n functions (considered up to
linear fractional transformations of the independent variable) with a given set
of 2n-2 distinct real critical values. We present a combinatorial reformulation
of this number and pose several related questions.

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