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James E. Pitkow

Researcher at Xerox

Publications -  75
Citations -  10735

James E. Pitkow is an academic researcher from Xerox. The author has contributed to research in topics: Cluster analysis & Web page. The author has an hindex of 46, co-authored 75 publications receiving 10682 citations. Previous affiliations of James E. Pitkow include Google & Georgia Institute of Technology.

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Summary of WWW characterizations

James E. Pitkow
- 15 Jan 1999 - 
TL;DR: This paper presents a summary of efforts to characterize various aspects of the World Wide Web, highlighting regularities and insights that have been discovered across the variety of access points available for instrumentation.
Patent

System for ranking search results from a collection of documents using spreading activation techniques

TL;DR: In this paper, a spreading activation technique is used to identify the frequency of activation of the documents in the search results, based on representations of Web pages as nodes in graph networks representing usage, content and hypertext relations among Web pages.

Surveying the Territory: GVU's Five WWW User Surveys

TL;DR: The first GVU WWW User Survey was conducted in January 1994 as mentioned in this paper, and subsequent surveys have been conducted approximately every six months, collecting responses from over 55,000 Web users over five surveys.
Patent

System and method for caching

TL;DR: In this paper, the authors propose a recommender system which provides a value for a document according to user recommendations (using explicit recommendations) or from statistical analysis of site visits from unique users (implicit recommendations).
Patent

Method and apparatus for predicting document access in a collection of linked documents featuring link proprabilities and spreading activation

TL;DR: In this article, the authors proposed a method and apparatus for predicting document access within a collection of linked documents using a predictive technique known as "spreading activation" where document collections are graphically represented as a network and empirical data is analyzed according to a law of surfing to generate a decay function which is used to dampen the activation as spreads through the network.