{"language":[{"iso":"eng"}],"type":"dissertation","date_updated":"2022-01-06T07:03:17Z","author":[{"first_name":"Lorijn","full_name":"van Rooijen, Lorijn","id":"58843","last_name":"van Rooijen"}],"extern":"1","year":"2014","user_id":"58843","_id":"6727","publisher":"University of Bordeaux, France","title":"A combinatorial approach to the separation problem for regular languages. (Une approche combinatoire du problème de séparation pour les langages réguliers)","department":[{"_id":"66"}],"status":"public","citation":{"bibtex":"@book{van Rooijen_2014, title={A combinatorial approach to the separation problem for regular languages. (Une approche combinatoire du problème de séparation pour les langages réguliers)}, publisher={University of Bordeaux, France}, author={van Rooijen, Lorijn}, year={2014} }","ieee":"L. van Rooijen, <i>A combinatorial approach to the separation problem for regular languages. (Une approche combinatoire du problème de séparation pour les langages réguliers)</i>. University of Bordeaux, France, 2014.","short":"L. van Rooijen, A Combinatorial Approach to the Separation Problem for Regular Languages. (Une Approche Combinatoire Du Problème de Séparation Pour Les Langages Réguliers), University of Bordeaux, France, 2014.","mla":"van Rooijen, Lorijn. <i>A Combinatorial Approach to the Separation Problem for Regular Languages. (Une Approche Combinatoire Du Problème de Séparation Pour Les Langages Réguliers)</i>. University of Bordeaux, France, 2014.","chicago":"Rooijen, Lorijn van. <i>A Combinatorial Approach to the Separation Problem for Regular Languages. (Une Approche Combinatoire Du Problème de Séparation Pour Les Langages Réguliers)</i>. University of Bordeaux, France, 2014.","apa":"van Rooijen, L. (2014). <i>A combinatorial approach to the separation problem for regular languages. (Une approche combinatoire du problème de séparation pour les langages réguliers)</i>. University of Bordeaux, France.","ama":"van Rooijen L. <i>A Combinatorial Approach to the Separation Problem for Regular Languages. (Une Approche Combinatoire Du Problème de Séparation Pour Les Langages Réguliers)</i>. University of Bordeaux, France; 2014."},"date_created":"2019-01-15T10:05:42Z"}