Mathematical Institute of the Serbian Academy of Sciences and Arts
|Title:||A glimpse into the theory of chessboard complexes||Journal:||Teaching of Mathematics||Volume:||24||Issue:||2||First page:||112||Last page:||128||Issue Date:||1-Jan-2021||Rank:||M24||ISSN:||1451-4966||URL:||http://www.teaching.math.rs/vol/tm2425.pdf||Abstract:||
In this paper we review some of recent developments related to chessboard complexes and their generalizations. Focusing on explicit shelling con-structions we have opportunity to present some surprising and exciting recent progress, to the necklace-splitting problem and to envy-free division.
|Keywords:||Configuration space/test map scheme | Envy-free division | Neckless-splitting problem | Shellable complexes||Publisher:||Društvo matematičara Srbije|
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