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When most people think about fractals, they often think about the most famous one of them all, the Mandelbrot Set. Named after the mathematician Benoit Mandelbrot, it's become practically synonymous with the concept of fractals. But it's far from being the only fractal in town. We mentioned the fern earlier, which represents one of nature's simple and limited fractals. Limited fractals don't ... Introduction to Fractals . When people hear the word "fractal," they often think about complex mathematics. That is not what we are talking about here. Fractals also refer to a recurring pattern ... For the most part, when the word fractal is mentioned, you immediately think of the stunning pictures you have seen that were called fractals. But just what exactly is a fractal? Basically, it is ... Think of Russian nesting dolls. Fractals are common in nature and are found nearly everywhere. An example is broccoli. Every branch of broccoli looks just like its parent stalk. The surface of the ... Fractals are infinitely complex patterns that are self-similar across different scales. They are created by repeating a simple process over and over in an ongoing feedback loop. Driven by recursion, fractals are images of dynamic systems – the pictures of Chaos. Geometrically, they exist in between our familiar dimensions. Fractal patterns are extremely familiar, since nature is full of ... I call this type of fractal, which has properties of both self-identical and indefinite fractals, a robust fractal. Robust fractals permeate life forms. Trees, for example, are branching robust fractals, as are animals, circulatory systems, bronchial systems and nervous systems. The stock market record belongs in the category of life forms since it is a product of human social interaction. However, using mathematics, we can think about the properties that real fractals “would” have – and these are very surprising… Continue. Fractal Dimensions. First, let’s think about the dimension of fractals. A line has dimension . When scaling it by a factor of 2, its length increases by a factor of 2 1 = 2. Obviously! A square has dimension . When scaling it by a factor of 2, its ...

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So I've been experimenting again... This time it involves chess pieces... This is new little colouring technique I designed that samples an image. However, it is not an orbit trap, instead it ... For the Love of Physics - Walter Lewin - May 16, 2011 - Duration: 1:01:26. Lectures by Walter Lewin. They will make you ♥ Physics. Recommended for you Ian Stewart gave the 1997 Christmas Lectures "The Magical Maze" about hows how maths governs almost every aspect of our lives, ranging from our birthdays to American game shows, calling in at ... Today we discuss how to line up multiple time frames within your forex trading plan. We then discuss how to choose the correct currency pair to trade using a quick relative strength exercise. Think Maths is run by a group of mathematics speakers who visit schools and run workshops and sessions for all ages and abilities. These videos support the f... www.pipware.com Explanation how the fractal breakout strategy is programmed into the dashbaord SWAT is perfect for traders that would like to trade with moving averages, Fibonacci, and Fractals. It is also very suitable for wave and pattern traders. This webinar explains all of the details ...

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