Tag Archives: Mandelbrot Set

Creating Julia Set images in Python

Today, I’ve been experimenting with creating Julia Set images in Python. Each of the four images above shows the same square region of the complex plane; between -2 and +2 on the real axis and between -2j and +2j on … Continue reading

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Variable exponent in Mandelbrot algorithm

In my previous two posts, I generated images of the Mandelbrot Set using the conventional iterative mapping function to generate the sequence of complex values for each point in the area of the complex plane that was shown. I’m struggling … Continue reading

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More Mandelbrot

Here’s a modified version of the mandelbrot program from the previous post. This time, the generated images are in colour and output in binary PPM format (which is still uncompressed, but a bit more space efficient than the plain text … Continue reading

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Visualising the Mandelbrot Set

I suppose it’s about 20 years since I first read about Benoit Mandelbrot and his pioneering work on fractal geometry. Ever since then, I have been intrigued by how fractal images with beautiful and complex textures can emerge from very … Continue reading

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