Abstract
The Fishburn numbers, ξ(n), are defined by a formal power series expansion∑n=0∞ξ(n)qn=1+∑n=1∞∏j=1n(1−(1−q)j). For half of the primes p, there is a non-empty set of numbers T(p) lying in [0,p−1] such that if j∈T(p), then for all n≥0,ξ(pn+j)≡0(modp).
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