Children
Sign in to add trainee| Lynnell S. Matthews | grad student | 2001 | Howard University |
| Naiomi T. Cameron | grad student | 2002 | Howard University |
| Lifoma Salaam | grad student | 2008 | Howard University |
BETA: Related publications
See more...
Publications
|
You can help our author matching system! If you notice any publications incorrectly attributed to this author, please sign in and mark matches as correct or incorrect. |
| He T, Shapiro LW. (2017) Fuss–Catalan matrices, their weighted sums, and stabilizer subgroups of the Riordan group Linear Algebra and Its Applications. 532: 25-42 |
| Cheon GS, Kim H, Shapiro LW. (2016) Profiles of ordered trees with mutation and associated Riordan matrices Linear Algebra and Its Applications. 511: 296-317 |
| He TX, Shapiro LW. (2016) Row sums and alternating sums of Riordan arrays Linear Algebra and Its Applications. 507: 77-95 |
| Cheon GS, Jin ST, Shapiro LW. (2014) A combinatorial equivalence relation for formal power series Linear Algebra and Its Applications |
| Cheon GS, Jung JH, Shapiro LW. (2013) Generalized Bessel numbers and some combinatorial settings Discrete Mathematics. 313: 2127-2138 |
| Davenport DE, Shapiro LW, Woodson LC. (2012) The Double Riordan Group Electronic Journal of Combinatorics. 18: 33 |
| Cheon GS, Kim H, Shapiro LW. (2012) Combinatorics of Riordan arrays with identical A and Z sequences Discrete Mathematics. 312: 2040-2049 |
| Cheon G, Shapiro LW. (2012) The uplift principle for ordered trees Applied Mathematics Letters. 25: 1010-1015 |
| Cheon GS, Kim H, Shapiro LW. (2011) The hitting time subgroup, Łukasiewicz paths and Faber polynomials European Journal of Combinatorics. 32: 82-91 |
| Cheon GS, Kim H, Shapiro LW. (2010) An algebraic structure for Faber polynomials Linear Algebra and Its Applications. 433: 1170-1179 |