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math.MG2018
Tverberg-Type Theorems with Trees and Cycles as (Nerve) Intersection Patterns
Jesús A. De Loera, Thomas A. Hogan, Deborah Oliveros +1
Tverberg's theorem says that a set with sufficiently many points in can always be partitioned into parts so that the -simplex is the (nerve) intersection…
math.MG2018
Tverberg theorems over discrete sets of points
Jesús A. De Loera, Thomas A. Hogan, Frédéric Meunier +1
This paper discusses Tverberg-type theorems with coordinate constraints (i.e., versions of these theorems where all points lie within a subset and the inte…