2 papers
math.CO2018
Combinatorial interpretations of Lucas analogues of binomial coefficients and Catalan numbers
Curtis Bennett, Juan Carrillo, John Machacek +1
The Lucas sequence is a sequence of polynomials in s, and t defined recursively by {0}=0, {1}=1, and {n}=s{n-1}+t{n-2} for n >= 2. On specialization of s and t one can recover the…
math.GR2009
Affine -Buildings II
Curtis D. Bennett
The purpose of this paper is to provide an easier set of axioms for Affine -Buildings by extending results of Anne Parreau on the equivalence of axioms for Euclidean buildings.…