%0 Journal Article %1 KorteL85 %A Korte, B. %A Lovász, L. %D 1985 %J Mathematical Methods of Operations Research %K greedoid setSystem %N 7 %P 249--267 %T Relations between subclasses of greedoids %U http://dx.doi.org/10.1007/BF01918757 %V 29 %X In previous papers many different classes and constructions of greedoids have been defined and studied. This paper documents inclusion relations among all subclasses of greedoids which are known so far. It will be shown that all inclusion relations are proper and that all but one subclasses of interval greedoids are distinct. ER -

@article{KorteL85, abstract = {In previous papers many different classes and constructions of greedoids have been defined and studied. This paper documents inclusion relations among all subclasses of greedoids which are known so far. It will be shown that all inclusion relations are proper and that all but one subclasses of interval greedoids are distinct. ER -}, added-at = {2008-09-10T14:42:44.000+0200}, author = {Korte, B. and Lov\'asz, L.}, biburl = {https://www.bibsonomy.org/bibtex/2f270c792d528202c8e30517184fa413b/mboley}, description = {SpringerLink - Journal Article}, interhash = {9c75b67c181eaf803b07b7990d38e9b8}, intrahash = {f270c792d528202c8e30517184fa413b}, journal = {Mathematical Methods of Operations Research}, keywords = {greedoid setSystem}, month = {#dec#}, number = 7, pages = {249--267}, timestamp = {2008-09-10T14:42:44.000+0200}, title = {Relations between subclasses of greedoids}, url = {http://dx.doi.org/10.1007/BF01918757}, volume = 29, year = 1985 }