3 citations · 3 across the 9 of their papers we have counts for
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Steinhaus Triangles Generated by Vectors of the Canonical Bases
Josep M. Brunat, Montserrat Maureso
We give a method to calculate the weight of binary Steinhaus triangles generated by the vectors of the canonical basis of the vector space over the field $\mathbb{…
Small and Large Weights in Steinhaus Triangles
Josep M. Brunat, Montserrat Maureso
Let be the set of weights of binary Steinhaus triangles of size , and let be the set of sequences in that generate triangle…
A polynomial generalization of the power-compositions determinant
Josep M. Brunat, Antonio Montes
Let be the set of -compositions of an integer , i.e., the set of -tuples of nonnegative integers such that , and $\mathbf{x}=(…
Some composition determinants
J. M. Brunat, C. Krattenthaler, A. Lascoux +1
We compute two parametric determinants in which rows and columns are indexed by compositions, where in one determinant the entries are products of binomial coefficients, while in t…