1 citations · 1 across the 4 of their papers we have counts for
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Paper Fortune Tellers in Julia sets of Generalized McMullen maps II: Sidecars and Zippers
Suzanne Boyd, Kelsey Brouwer
We study the family of complex rational functions known as Generalized McMullen maps, F(z) = z^n + a/z^n+b, for integer n at least 3 fixed, and complex parameters a, b with a nonze…
Exploring baby Julia sets in parameter space slices for Generalized McMullen Maps
Suzanne Boyd, Kelsey Brouwer, Matthew Hoeppner
For the family of complex rational functions of the form R(z)= z^n + a/z^n+b, known as "Generalized McMullen maps", for non-zero a, and integer n fixed and at least 3, we describe…
Paper Fortune Tellers in the combinatorial dynamics of some generalized McMullen maps with both critical orbits bounded
Suzanne Boyd, Kelsey Brouwer
For the family of complex rational functions known as "Generalized McMullen maps", F(z) = z^n + a/z^n+b, for complex parameters a and b, with a nonzero, and any integer n at least…
Baby Mandelbrot sets and Spines in some one-dimensional subspaces of the parameter space for generalized McMullen Maps
Suzanne Boyd, Matthew Hoeppner
For the family of complex rational functions of the form , known as ``Generalized McMullen maps'', for and fixed, we stu…