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			<title><![CDATA[Mathematicians Create Algorithm So Complex No Computer Can Use It...Yet]]></title>
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										<!--  div style="background-color: #B3B3B3; width: 190px; padding: 1px;"><a title="Click here to read Mathematicians Create Algorithm So Complex No Computer Can Use It...Yet" href="http://io9.com/math-porn/" style="background-color:#888888; color:#FFFFFF; font-size:12px;text-align:right; display:block; height:14px; padding:1px 2px; text-decoration:none; text-transform:uppercase; width:156px;"><span style="color: white;" class="hash">#</span><span style="color: white;">mathporn</span></a></div -->					<div><a title="Click here to read Mathematicians Create Algorithm So Complex No Computer Can Use It...Yet" href="http://io9.com/5443389/mathematicians-create-algorithm-so-complex-no-computer-can-use-ityet" class="pp_image">
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				Quantum computers, which would rely on quantum mechanical concepts like superposition and entanglement to perform operations of unimaginable complexity, remain a pipe dream. But physicists have nevertheless come up with an algorithm that only quantum computers could use.				<a href="http://io9.com/5443389/mathematicians-create-algorithm-so-complex-no-computer-can-use-ityet" title="Click here to read more about Mathematicians Create Algorithm So Complex No Computer Can Use It...Yet">More&nbsp;&raquo;</a>
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			<pubDate><![CDATA[Sat, 09 Jan 2010 08:00:00 PST]]></pubDate>
			<dc:creator><![CDATA[Alasdair Wilkins]]></dc:creator>
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			<title><![CDATA[The First Three-Dimensional Image of a Mandelbrot Fractal Is Stunning]]></title>
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										<!--  div style="background-color: #B3B3B3; width: 190px; padding: 1px;"><a title="Click here to read The First Three-Dimensional Image of a Mandelbrot Fractal Is Stunning" href="http://io9.com/math-porn/" style="background-color:#888888; color:#FFFFFF; font-size:12px;text-align:right; display:block; height:14px; padding:1px 2px; text-decoration:none; text-transform:uppercase; width:156px;"><span style="color: white;" class="hash">#</span><span style="color: white;">mathporn</span></a></div -->					<div><a title="Click here to read The First Three-Dimensional Image of a Mandelbrot Fractal Is Stunning" href="http://io9.com/5434333/the-first-three+dimensional-image-of-a-mandelbrot-fractal-is-stunning" class="pp_image">
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				 Behold the "Mandelbulb." This is a three-dimensional image created using the <a href="http://en.wikipedia.org/wiki/Mandelbrot_set">Mandelbrot set</a>, a mathematical structure whose edges form fractals. The result is something that looks like an alien tree. Which isn't surprising, since fractals emulate patterns in nature.				<a href="http://io9.com/5434333/the-first-three+dimensional-image-of-a-mandelbrot-fractal-is-stunning" title="Click here to read more about The First Three-Dimensional Image of a Mandelbrot Fractal Is Stunning">More&nbsp;&raquo;</a>
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			<pubDate><![CDATA[Fri, 25 Dec 2009 11:30:00 PST]]></pubDate>
			<dc:creator><![CDATA[Annalee Newitz]]></dc:creator>
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			<title><![CDATA[Dynamical Systems Create Mathematical Art and Porn]]></title>
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										<!--  div style="background-color: #B3B3B3; width: 190px; padding: 1px;"><a title="Click here to read Dynamical Systems Create Mathematical Art and Porn" href="http://io9.com/math-porn/" style="background-color:#888888; color:#FFFFFF; font-size:12px;text-align:right; display:block; height:14px; padding:1px 2px; text-decoration:none; text-transform:uppercase; width:156px;"><span style="color: white;" class="hash">#</span><span style="color: white;">mathporn</span></a></div -->					<div><a title="Click here to read Dynamical Systems Create Mathematical Art and Porn" href="http://io9.com/5051527/dynamical-systems-create-mathematical-art-and-porn" class="pp_image">
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				Dynamical systems are mathematical models in which each point's movement over time is set by a fixed rule. While these systems have some practical uses, such as tracking wildlife migration patterns or measuring the flow of water through a pipe, they can also create stunningly beautiful images. The University of Liverpool has put up a gallery of dynamical systems images, like the one above, which shows a four-dimensional system expressed in two dimensions. Sometimes, dynamical systems even create math porn.				<a href="http://io9.com/5051527/dynamical-systems-create-mathematical-art-and-porn" title="Click here to read more about Dynamical Systems Create Mathematical Art and Porn">More&nbsp;&raquo;</a>
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			<pubDate><![CDATA[Thu, 18 Sep 2008 13:20:00 PDT]]></pubDate>
			<dc:creator><![CDATA[Ed Grabianowski]]></dc:creator>
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