1 citations · 2 across the 8 of their papers we have counts for
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Monotone Catenary Degree in Numerical Monoids
Daniel Gonzalez Cedre, Cameron Wright, Jenna Zomback
Recent investigations on the catenary degrees of numerical monoids have demonstrated that this invariant is a powerful tool in understanding the factorization theory of this class…
Colored Unlinking
Natalie DuBois, Chris Eufemia, Jeff Johannes +1
In links with two components there are three different types of crossings: self-crossings in the first component, self crossings in the second component, and crossings between comp…
A tiling property for actions of amenable groups along Tempelman Følner sequences
Jonathan Boretsky, Jenna Zomback
We show that a certain tiling property (which directly implies the pointwise ergodic theorem) holds for pmp actions of amenable groups along increasing Tempelman Følner sequences,…