Numerical computations on parameter slices of rational maps with two free critical points show embedded Mandelbrot-like sets and Julia-like structures analogous to those in cubic polynomial families.
On dynamical parameter space of cubic polynomials with a parabolic fixed point.Journal of the London Mathematical Society, 110(6):e70038
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Emergence of Mandelbrot-like and Julia-like Structures in Parameter Slices of Rational Maps
Numerical computations on parameter slices of rational maps with two free critical points show embedded Mandelbrot-like sets and Julia-like structures analogous to those in cubic polynomial families.