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Autor:
Bao, Linus, Hazel, Christy, Karkos, Tia, Kessler, Alice, Nicolas, Austin, Ormsby, Kyle, Park, Jeremie, Schleff, Cait, Tilton, Scotty
We prove that Hill's characteristic function $\chi$ for transfer systems on a lattice $P$ surjects onto interior operators for $P$. Moreover, the fibers of $\chi$ have unique maxima which are exactly the saturated transfer systems. In order to apply
Externí odkaz:
http://arxiv.org/abs/2310.13835