Tag Archives: Garsia-Stanley conjecture

Around the Garsia-Stanley’s Partitioning Conjecture

Posted on April 2, 2017 by Gil Kalai

Art Duval, Bennet Goeckner, Carly Klivans, and Jeremy Martin found a counter example to the Garsia-Stanley partitioning conjecture for Cohen-Macaulay complexes. (We mentioned the conjecture here.) Congratulations Art, Bennet, Carly and Jeremy! Art, Carly, and Jeremy also wrote an article on the … Continue reading →

Posted in Combinatorics, Geometry | Tagged Art Duval, Bennet Goeckner, Carly Klivans, Garsia-Stanley conjecture, Jeremy Martin, Ping Zhang | Leave a comment

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Tag Archives: Garsia-Stanley conjecture

Around the Garsia-Stanley’s Partitioning Conjecture

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