A. Mammoliti

activity

20172026

most citedMutually orthogonal binary frequency squares

9 citations · 21 across the 11 of their papers we have counts for

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Showing 2018Show all

2 papers · 1 filter

math.CO2018

Intersection theorems for families of matchings of complete $k$ -partite $k$ -graphs

Adam Mammoliti

The celebrated {Erdős-Ko-Rado} Theorem states that for $n \geq 2 k$ a family $F$ of $k$ subsets of $[n]$ for which each pair of members of $F$ have a non-empty i…

math.CO2018

Balanced diagonals in frequency squares

Nicholas Cavenagh, Adam Mammoliti

We say that a diagonal in an array is {\em $λ$ -balanced} if each entry occurs $λ$ times. Let $L$ be a frequency square of type $F (n; λ^{m})$ ; that is, an $n \times n$ array in which ea…

Intersection theorems for families of matchings of complete k-partite k-graphs

Balanced diagonals in frequency squares

Intersection theorems for families of matchings of complete $k$ -partite $k$ -graphs