4 citations · 4 across the 3 of their papers we have counts for
3 papers
math.CO2026
Maniplexes as a Foundation for Cross-Linked Databases of Symmetric Objects
Katja Berčič, Gabe Cunningham, Andrés David Santamaría-Galvis +1
Graphs, maps on surfaces, and abstract polytopes are related combinatorial structures that tend to be studied by different communities using their own tools and databases. Maniplex…
math.CO2021
Partitioning the projective plane and the dunce hat
Andrés D. Santamaría-Galvis
We show that any finite triangulation of the real projective plane or the dunce hat is partitionable. To prove this, we introduce simple yet useful gluing tools that allow us to re…
math.CO2019★ 4 cited
Shellings from relative shellings, with an application to NP-completeness
Andrés Santamaría-Galvis, Russ Woodroofe
Shellings of simplicial complexes have long been a useful tool in topological and algebraic combinatorics. Shellings of a complex expose a large amount of information in a helpful…