Yong Kong

most citedBtrim: A fast, lightweight adapter and quality trimming program for next-generation sequencing technologies

620 citations · 664 across the 10 of their papers we have counts for

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math.CO2024★ 8 cited

Multiple consecutive runs of multi-state trials: distributions of $(k_{1}, k_{2}, \dots, k_{ℓ})$ patterns

Yong Kong

The pattern $(k_{1}, k_{2}, \dots, k_{ℓ})$ is defined to have at least $k_{1}$ consecutive $1$ 's followed by at least $k_{2}$ consecutive $2$ 's, $\dots$ , followed by at least $k_{ℓ}$ con…

math.CO2024★ 6 cited

Distributions of successions of arbitrary multisets

Yong Kong

By using the matrix formulation of the two-step approach to distributions of patterns in random sequences, recurrence and explicit formulas for the generating functions of successi…

math.CO2024★ 9 cited

Joint distribution of rises, falls, and number of runs in random sequences

Yong Kong

By using the matrix formulation of the two-step approach to the distributions of runs, a recursive relation and an explicit expression are derived for the generating function of th…

math.CO2024★ 9 cited

The m-th Longest Runs of Multivariate Random Sequences

Yong Kong

The distributions of the $m$ -th longest runs of multivariate random sequences are considered. For random sequences made up of $k$ kinds of letters, the lengths of the runs are sort…

Multiple consecutive runs of multi-state trials: distributions of (k1​,k2​,…,kℓ​) patterns

Distributions of successions of arbitrary multisets

Joint distribution of rises, falls, and number of runs in random sequences

The m-th Longest Runs of Multivariate Random Sequences

Multiple consecutive runs of multi-state trials: distributions of $(k_{1}, k_{2}, \dots, k_{ℓ})$ patterns