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Full-Text Articles in Physical Sciences and Mathematics
Improving Search Engine Results By Query Extension And Categorization, Guo Mei
Improving Search Engine Results By Query Extension And Categorization, Guo Mei
Electronic Thesis and Dissertation Repository
Since its emergence, the Internet has changed the way in which information is distributed and it has strongly influenced how people communicate. Nowadays, Web search engines are widely used to locate information on the Web, and online social networks have become pervasive platforms of communication.
Retrieving relevant Web pages in response to a query is not an easy task for Web search engines due to the enormous corpus of data that the Web stores and the inherent ambiguity of search queries. We present two approaches to improve the effectiveness of Web search engines. The first approach allows us to retrieve …
Workflow-Net Based Cooperative Multi-Agent Systems, Yehia T. Kotb
Workflow-Net Based Cooperative Multi-Agent Systems, Yehia T. Kotb
Electronic Thesis and Dissertation Repository
Workflow-nets are mathematical frameworks that are used to formally describe, model and implement workflows. First, we propose critical section workflow nets (abbreviated WFCSnet). This framework allows feedbacks in workflow systems while ensuring the soundness of the workflow. Feedback is generally not recommended in workflow systems as they threaten the soundness of the system. The proposed WFCSnet allows safe feedback and limits the maximum number of activities per workflow as required. A theorem for soundness of WFCSnet is presented. Serializability, Separability, Quasi-liveness and CS-Properties of WFCSnet are examined and some theorems and lemmas are proposed to mathematically formalize them. In this …
Algorithmic Contributions To The Theory Of Regular Chains, Wei Pan
Algorithmic Contributions To The Theory Of Regular Chains, Wei Pan
Electronic Thesis and Dissertation Repository
Regular chains, introduced about twenty years ago, have emerged as one of the major
tools for solving polynomial systems symbolically. In this thesis, we focus on different
algorithmic aspects of the theory of regular chains, from theoretical questions to high-
performance implementation issues.
The inclusion test for saturated ideals is a fundamental problem in this theory.
By studying the primitivity of regular chains, we show that a regular chain generates
its saturated ideal if and only if it is primitive. As a result, a family of inclusion tests
can be detected very efficiently.
The algorithm to compute the regular GCDs …