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What are the mathematics to find relevant information, as opposed to most-widely-sought information?
Internet search engines rely largely on network theory. To try to evaluate the content of billions of web documents put out there by disparate authors is impossible. But link analysis makes it possible to examine relationships among web pages (vertices in classical graph theory). Important pages are found at the centers of web-page communities, less important pages reside at the margin. “Keep in mind that ‘industrial-strength’ search engines, like Google, combine several search methods,” says Kleinberg, an early practitioner of link analysis on the web at IBM. “They don’t merely count links and assign a rank. They use page-rank formulas along with information retrieval methods and algorithmy.”
“We would like to design discerning search engines that follow criteria for selection, that make judgments, and can make recommendations,” Hopcroft says. “The question is: what are the mathematics to find relevant information, as opposed to most-widely-sought information?”
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