Enumerating orientations of the free spikes
European Journal of Combinatorics
On the polytope of non-additive measures
Fuzzy Sets and Systems
On hierarchical loglinear models in capture-recapture studies
Computational Statistics & Data Analysis
Counting inequivalent monotone Boolean functions
Discrete Applied Mathematics
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We give a new algorithm couting monotone Boolean functions of n variables (or equivalently the elements of free distributive lattices of n generators). We computed the number of monotone functions of 8 variables which is 56 130 437 228 687 557 907 788.