No term available
In graph theory, a mathematical discipline, a factor-critical graph is a graph with n vertices in which every subgraph of n − 1 vertices has a perfect matching.
No term available
Factor-critical graph · Blossom (graph theory)
In graph theory, a mathematical discipline, a factor-critical graph is a graph with n vertices in which every subgraph of n − 1 vertices has a perfect matching.
No term available
In graph theory, a mathematical discipline, a factor-critical graph is a graph with n vertices in which every subgraph of n − 1 vertices has a perfect matching.
No term available
In graph theory, a mathematical discipline, a factor-critical graph is a graph with n vertices in which every subgraph of n − 1 vertices has a perfect matching.
No term available
In graph theory, a mathematical discipline, a factor-critical graph is a graph with n vertices in which every subgraph of n − 1 vertices has a perfect matching.
No term available
In graph theory, a mathematical discipline, a factor-critical graph is a graph with n vertices in which every subgraph of n − 1 vertices has a perfect matching.
No term available
In graph theory, a mathematical discipline, a factor-critical graph is a graph with n vertices in which every subgraph of n − 1 vertices has a perfect matching.
No term available
In graph theory, a mathematical discipline, a factor-critical graph is a graph with n vertices in which every subgraph of n − 1 vertices has a perfect matching.
No term available
Фактор-критический граф · почти сочетаемый граф
Фактор-критический граф — это граф с n вершинами, в котором каждый подграф с n − 1 вершинами имеет совершенное паросочетание.
Translations
Sources
Wikipedia page titles
Wikipedia redirections
Wikidata items
Categories
Wikipedia categories
Other forms
BabelNet
External Links
BabelNet has received funding from the European Research Council (ERC) under grant agreement No. 259234. Concept and design by Roberto Navigli.
BabelNet and its API are licensed under a Creative Commons Attribution-Non Commercial-Share Alike 3.0 License. BabelNet is now a self-sustained project with Babelscape as its commercial support arm, thanks to which the project will be continued and improved over time.
You are using BabelNet live 
BabelNet won the Prominent Paper Award 2017 from Artificial Intelligence, the most prestigious journal in the field of AI. This year the award selected the best article published in 2009-2016. The paper, authored by Roberto Navigli and Simone Paolo Ponzetto, presents the algorithmic techniques for creating and evaluating the BabelNet multilingual semantic network. Reference paper.
BabelNet covers 284 languages from all continents, including:
- Afrikaans
- Arabic
- Chinese
- English
- French
- German
- Greek
- Hebrew
- Hindi
- Italian
- Japanese
- Korean
- Portuguese
- Punjabi
- Russian
- Spanish
- Swedish
- Tagalog
- Turkish
- and more...
BabelNet covers 34 domains. E.g. numismatics includes:
BabelNet contains 15 243 400 synsets (i.e., entries), e.g.:
