Mandelbrot set

I need someone who knows how to name the parts of the Mandelbrot set.

His most known development is the Mandelbrot set, which he discovered and described in 1979.

But at least she had a handle on it, because of her experience with the Mandelbrot set.

Therefore, 1 is not an element of the Mandelbrot set.

The album cover art is a sample of the Mandelbrot set.

"I suspect we have a confusion about the nature of the Mandelbrot set."

For values within the Mandelbrot set, escape will never occur.

The Mandelbrot set was excruciatingly well organized, on its own terms.

This property is tied to the nature of period doubling in the Mandelbrot set.

This principle is exploited in virtually all deep results on the Mandelbrot set.

"In fact, the Mandelbrot set is not an ordinary graph.

One of their most important results is that the Mandelbrot set is connected.

This bulb is called the -bulb of the Mandelbrot set.

When graphed, the Mandelbrot set is very pretty and recognizable.

The Mandelbrot set M is a collection of complex numbers.

It also allows users to view a Mandelbrot set.

Just accept it theoretically, as a rationale for how there can be a physical Mandelbrot set, and follow my lead.

Misiurewicz points belong to the boundary of the Mandelbrot set.

Upon looking at a picture of the Mandelbrot set, one immediately notices the large cardioid-shaped region in the center.

Felix unrolled a large picture of the Mandelbrot set.

Mandelbrot set is a fractal named after its creator.

The Mandelbrot set and other fractal calculations, where each point can be calculated independently.

The Mandelbrot set helps define a particular family of Julia sets.

As a consequence, they can produce strikingly beautiful results such as the Mandelbrot set.

This derivative is used in the distance estimation method for drawing a Mandelbrot set.