Jeremy C. York
Amazon.com
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Featured researches published by Jeremy C. York.
IEEE Internet Computing | 2003
Greg Linden; Brent R. Smith; Jeremy C. York
Recommendation algorithms are best known for their use on e-commerce Web sites, where they use input about a customers interests to generate a list of recommended items. Many applications use only the items that customers purchase and explicitly rate to represent their interests, but they can also use other attributes, including items viewed, demographic data, subject interests, and favorite artists. At Amazon.com, we use recommendation algorithms to personalize the online store for each customer. The store radically changes based on customer interests, showing programming titles to a software engineer and baby toys to a new mother. There are three common approaches to solving the recommendation problem: traditional collaborative filtering, cluster models, and search-based methods. Here, we compare these methods with our algorithm, which we call item-to-item collaborative filtering. Unlike traditional collaborative filtering, our algorithms online computation scales independently of the number of customers and number of items in the product catalog. Our algorithm produces recommendations in real-time, scales to massive data sets, and generates high quality recommendations.
Archive | 2002
Jeremy C. York; Robert Cottrell; Brent R. Smith
Archive | 2002
Matthew J. Round; Jeffrey P. Bezos; Ryan J. Snodgrass; Jeremy C. York; Russell A. Dicker; Joanna L. Power
IEEE Distributed Systems Online | 2003
Greg Linden; Brent R. Smith; Jeremy C. York
Archive | 2007
Jeremy C. York; Robert Cottrell; Brent R. Smith
Archive | 2002
Jeffrey P. Bezos; Matthew J. Round; Ryan J. Snodgrass; Jeremy C. York; Russell A. Dicker; Joanna L. Power
Archive | 2003
Russell A. Dicker; Robert Cottrell; Jeremy C. York
Archive | 2005
Jeremy C. York; Ron Kohavi
Archive | 2001
Andrej Gregov; Greg Linden; Josh Petersen; Brent R. Smith; Jeremy C. York
Archive | 2010
Jeremy C. York; Robert Cottrell; Brent R. Smith