Lotto Tables

Given parameters n,k,p,t, and a base set X where |X|=n, an (n,k,p,t) Lotto design is a set of k-subsets of X (called blocks) such that every p-subset of X intersects at least one of the blocks in t or more elements. Let L(n,k,p,t) denote the smallest possible (in terms of number of blocks) (n,k,p,t) Lotto design.


The tables are separated by the value of t.

t=2
t=3
t=4
t=5
t=6
t=7
t=8
t=9
t=10
t=11
t=12
t=13
t=14
t=15
t=16
t=17
t=18


My Home Page