%0 Journal Article
%T Rank bounded Hibi subrings for planar distributive lattices
%A Irfan
%A Rida
%A Shoukat
%A Nadia
%J -
%D 2019
%X Sa£żetak Let L be a distributive lattice and R[L] the associated Hibi ring. We show that if L is planar, then any bounded Hibi subring of R[L] has a quadratic Grobner basis. We characterize all planar distributive lattices L for which any proper rank bounded Hibi subring of R[L] has a linear resolution. Moreover, if R[L] is linearly related for a lattice L, we find all the rank bounded Hibi subrings of R[L] which are linearly related too
%K Rank bounded Hibi Subrings
%K Linear resolution
%K Linear syzygies
%U https://hrcak.srce.hr/index.php?show=clanak&id_clanak_jezik=330652