The reason they weren’t more popular, however is that we didn’t have computers or computer graphics back then to go along with their discovery. Thousands of years ago people were discovering the patterns on broccoli and pinecones. Though Mandelbrot brought fractals to light when he popularized them for use with computer graphics, some fractals were understood well before his time. Because so many facets of nature exhibit fractal properties, the possibilities for their use in science are endless. For instance, antennas use fractal patterns to get better signals, fractals are used to model soil erosion and analyze seismic patterns, and perhaps the most useful of all, fractals in computer science give us fractal image compression. The formulas are so intricate that studying them has led to numerous scientific breakthroughs. They help give us a better idea of how bacteria grows, insight into how water freezes (snowflakes!), and even better comprehension of brain waves. Fractals are literally everywhereįractals are the backbone behind scientific concepts. And to help you understand just how magnificent they truly are, here are a few fractal facts we just had to tell you about. That’s why we have a whole fractals collection devoted to the bright colors and spectacular patterns of fractals. The amazingly unique geometric patterns that repeat at every level of magnification, look even better on all over print apparel. And for those who love fashion, fractals are a hot topic for us too. So while fractals may be kinda cool to the average person, (even if they aren’t completely understood), they are one of the coolest subjects around to mathematicians. Even the lining of your own lungs has a fractal pattern allowing you to suck in more oxygen for absorption. Think about it, if you rip off a piece of broccoli it’s the spitting image of its parent stalk. Seen in nature and nearly everywhere else, fractals are what make things like broccoli way cooler. Ranging from zigs and zags of the California coast line to the intricacy behind risks on Wall Street, fractals are geometric shapes that have been separated into parts, displaying a reduced-scale version of the whole (like Russian nesting dolls).Ĭoined in 1975, by Benoit Mandelbrot, fractal geometry is fairly new, and a concept few people understand. What do pine cones, cauliflower, and the stock market have in common? The answer is best explained by fractals, a particular branch of geometry that decodes the asymmetrical shapes and irregular processes.
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