Examples of using Mandelbrot in English and their translations into Italian
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Did you see the Mandelbrot exhibit?
Here a brot, there a brot, everywhere a Mandelbrot!
The Mandelbrot set of complex numbers is a little messy.
The Black Swan was dedicated to Mandelbrot.
Mandelbrot's most famous example is the notion of measuring the length of a coastline.
People also translate
Transform image with the Mandelbrot Fractal.
Mandelbrot realized self similarity was the basis
We can call this circle as Mandelbrot Circle(MC).
Is that the Mandelbrot set isn't just a bizarre mathematical quirk. The really fascinating thing.
The really fascinating thing is that the Mandelbrot set isn't just a bizarre mathematical quirk.
except for Mandelbrot and Sierpinski types.
This filter transforms the image with the Mandelbrot fractal: it maps the image to the fractal.
And then in 1977, Benoit Mandelbrot, a French mathematician,
That defines all the varied shapes in nature. Mandelbrot asked if there's something unique.
Mandelbrot creator of"fractal"
the Mandelbrot spirals and all these things.
And Mandelbrot realized that he needed to bring together the work of many different
The Reset command(Ctrl+ R) allows you to restore the default Mandelbrot and Julia parameters.
Just like the ones in sand dunes and the Mandelbrot sets, in our lungs, our hearts, in weather and in the geography of our planet.
which has some characteristics very different from those that my friend Benoit Mandelbrot discussed, but are very interesting.
It featured presentations by the renowned mathematician Benoit Mandelbrot as well as demos by Philips& Sony
to describe such objects was coined by Benoit Mandelbrot, a twentieth century mathematician.
Mandelbrot proposed that fractals are a much better model of the natural
picture was what he really wanted to do. To Mandelbrot, it seemed perverse that mathematicians had spent
The mathematical study of the Mandelbrot set really began with work by the mathematicians Adrien Douady and John H. Hubbard, who established many of its fundamental properties and named the set in honor of Mandelbrot.
A voluminous bibliography including Max Weber and Benoit Mandelbrot exists with regard to the meaning of statistical"types" and"classes"
I believe a Mandelbrot example was meant to demonstrate more to come,
Statistical Self-Similarity and Fractional Dimension published in Science in 1967 Mandelbrot discusses self-similar curves that have Hausdorff dimension that are examples of fractals, although Mandelbrot does not use this term in the paper, as he did not coin it until 1975.
The mathematical study of the Mandelbrot set really began with work by the mathematicians Adrien Douady and John H. Hubbard, who established many of its fundamental properties and named the set in honor of Mandelbrot for his influential work in fractal geometry.
At TED2010, mathematics legend Benoit Mandelbrot develops a theme he first