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Teachers can further set assignment-analysis options so that students can review the system's "originality reports" before they finalize their submission. A peer-review option is also available. Some virtual learning environments can be configured to support Turnitin, so that student assignments can be automatically submitted for analysis.
Systems for text similarity detection implement one of two generic detection approaches, one being external, the other being intrinsic. [5] External detection systems compare a suspicious document with a reference collection, which is a set of documents assumed to be genuine. [6]
Universities, schools, and professional researchers and writers submit documents to Turnitin's websites, which check the writing for originality against a comprehensive internet crawler, a database of proprietary content, and prior submissions. Managing copyrighted content is a major focus and problem for Wikipedia.
The current proposal is for a talk page banner that says, "This article was checked for text-matches against other websites and articles. Click here to read the full report." The linked report would be 'branded' as something like WikipediaCheck, and the lower right corner would contain a logo for iThenticate, Turnitin's parent company.
The answers to these questions differ considerably depending on whether we are analyzing new Wikipedia articles or existing (old) Wikipedia articles. When looking at brand new articles, mirrors are irrelevant, because assuming we run a report soon enough after the article is posted, there is simply no time for mirror sites to copy the content.
A common turn of phrase, variously attributed to William Faulkner, Pablo Picasso, T. S. Eliot, and Steve Jobs, among others, claims that "good artists copy, great artists steal." Though this phrase appears to be praising artistic plagiarism, it is more commonly taken to refer to constructively iterating upon the work of others, and being ...
The Clay Mathematics Institute officially designated the title Millennium Problem for the seven unsolved mathematical problems, the Birch and Swinnerton-Dyer conjecture, Hodge conjecture, Navier–Stokes existence and smoothness, P versus NP problem, Riemann hypothesis, Yang–Mills existence and mass gap, and the Poincaré conjecture at the ...
Plagiarism is taking credit for someone else's writing as your own, including their language and ideas, without providing adequate credit. [1] The University of Cambridge defines plagiarism as: "submitting as one's own work, irrespective of intent to deceive, that which derives in part or in its entirety from the work of others without due acknowledgement."