@inbook{6e8c17a7d1d64c209aee87f9fc095dba,

title = "Decompositions of Betti diagrams of powers of monomial ideals: A stability conjecture",

abstract = "For any fixed monomial ideals the resolution of high enough powers are predictable. To actually gain explicit information about the stable behavior of projective resolutions of high powers is rather non-trivial if the ideals aren{\textquoteright}t particularly well behaved. We describe how the asymptotic decomposition of Betti tables of high powers can be conjecturally described using polytopes as a new invariant for the stable regime.",

author = "Alexander Engstr{\"o}m",

year = "2015",

doi = "10.1007/978-3-319-20155-9_8",

language = "English",

isbn = "978-3-319-20154-2",

series = "Springer INdAM Series",

publisher = "Springer International Publishing Switzerland",

pages = "37--40",

editor = "Bruno Benedetti and Emanuele Delucchi and Luca Moci",

booktitle = "Combinatorial Methods in Topology and Algebra",

}