Robert Dicks

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20152026

most citedCongruences between word length statistics for the finitary alternating and symmetric groups

2 citations · 2 across the 9 of their papers we have counts for

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math.NT2022

Congruence relations for r-colored partitions

Robert Dicks

Let $ℓ \geq 5$ be prime. For the partition function $p (n)$ and $5 \leq ℓ \leq 31$ , Atkin found a number of examples of primes $Q \geq 5$ such that there exist congruences of…

math.NT2022

Integer partitions with large Dyson rank

Colin Alberts, Olivia Beckwith, Irfan Demetoglu +3

The Dyson rank of an integer partition is the difference between its largest part and the number of parts it contains. Using Fine-Dyson symmetry, we give formulas for the number of…