System description: EgoMath2 as a tool for mathematical searching on wikipedia.org
Authors | Jozef Mišutka Leo Galamboš |
---|---|
Publication date | 2011 |
DOI | 10.1007/978-3-642-22673-1_30 |
Links | Original Preprint |
System description: EgoMath2 as a tool for mathematical searching on wikipedia.org - scientific work related to Wikipedia quality published in 2011, written by Jozef Mišutka and Leo Galamboš.
Overview
EgoMath is a full text search engine focused on digital mathematical content with little semantic information available. Recently, authors have decided that another step towards making mathematics in digital form more accessible was to enable mathematical searching in one of the world’s largest digital libraries - Wikipedia. The library is an excellent candidate for mathematical search engine because the mathematical notation is represented by fragments which do not contain semantic information.
Embed
Wikipedia Quality
Jozef, Mišutka; Leo, Galamboš. (2011). "[[System description: EgoMath2 as a tool for mathematical searching on wikipedia.org]]". m{Tkern-.1667emlower.7exhbox{E}kern-.125emX}}) fragments which do not contain semantic information.. DOI: 10.1007/978-3-642-22673-1_30.
English Wikipedia
{{cite journal |last1=Jozef |first1=Mišutka |last2=Leo |first2=Galamboš |title=System description: EgoMath2 as a tool for mathematical searching on wikipedia.org |date=2011 |doi=10.1007/978-3-642-22673-1_30 |url=https://wikipediaquality.com/wiki/System_description:_EgoMath2_as_a_tool_for_mathematical_searching_on_wikipedia.org |journal=m{Tkern-.1667emlower.7exhbox{E}kern-.125emX}}) fragments which do not contain semantic information.}}
HTML
Jozef, Mišutka; Leo, Galamboš. (2011). "<a href="https://wikipediaquality.com/wiki/System_description:_EgoMath2_as_a_tool_for_mathematical_searching_on_wikipedia.org">System description: EgoMath2 as a tool for mathematical searching on wikipedia.org</a>". m{Tkern-.1667emlower.7exhbox{E}kern-.125emX}}) fragments which do not contain semantic information.. DOI: 10.1007/978-3-642-22673-1_30.