Set operads in combinatorics and computer science MA Méndez
Springer, 2015
60 2015 Combinatorial approach to generalized Bell and Stirling numbers and boson normal ordering problem MA Méndez, P Blasiak, KA Penson
Journal of mathematical physics 46 (8), 2005
53 2005 Möbius species M Méndez, J Yang
Advances in Mathematics 85 (1), 83-128, 1991
46 1991 Colored species, c-monoids, and plethysm, I M Méndez, O Nava
Journal of combinatorial theory, Series A 64 (1), 102-129, 1993
36 1993 On the arithmetic product of combinatorial species M Maia, M Méndez
Discrete Mathematics 308 (23), 5407-5427, 2008
21 2008 A Bijective Proof of Infinite Variated Good′ s Inversion R Ehrenborg, M Méndez
Advances in Mathematics 103 (2), 221-259, 1994
21 1994 The umbral calculus of symmetric functions MA Méndez
advances in mathematics 124 (2), 207-271, 1996
15 1996 Species on digraphs MA Méndez
advances in mathematics 123 (2), 243-275, 1996
15 1996 Schröder parenthesizations and chordates R Ehrenborg, M Méndez
Journal of Combinatorial Theory, Series A 67 (2), 127-139, 1994
15 1994 The asymptotic expansion for n ! and the Lagrange inversion formula S Brassesco, MA Méndez
The Ramanujan Journal 24, 219-234, 2011
14 2011 An antipode formula for the natural Hopf algebra of a set operad MA Méndez, JC Liendo
Advances in Applied Mathematics 53, 112-140, 2014
12 2014 Multisets and the Combinatorics of Symmetrical Functions M Mendez
Advances in Mathematics 102 (1), 95-125, 1993
11 1993 Koszul duality for monoids and the operad of enriched rooted trees MA Méndez
Advances in Applied Mathematics 44 (3), 261-297, 2010
9 2010 Directed Graphs and the Combinatorics of the Polynomial Representations of MA Méndez
Annals of Combinatorics 5 (3), 459-478, 2001
9 2001 A Combinatorial Model for -Generalized Stirling and Bell Numbers M Méndez, A Rodríguez
Discrete Mathematics & Theoretical Computer Science, 2008
7 2008 Plethystic exponential polynomials and plethystic Stirling numbers M Méndez
Studies in Applied Mathematics 96 (1), 1-8, 1996
7 1996 Umbral shifts and symmetric functions of Schur type MA Méndez
Mathematical Essays in Honor of Gian-Carlo Rota, 285-303, 1998
5 1998 Combinatorial differential operators in: Fa\a di Bruno formula, enumeration of ballot paths, enriched rooted trees and increasing rooted trees MA Mendez
arXiv preprint arXiv:1610.03602, 2016
4 2016 q-analogs of the generalized Stirling and Bell numbers M Méndez, A Rodriguez
Journal of Physics: Conference Series 104 (1), 012019, 2008
4 2008 Tensor species and symmetric functions. M Méndez
Proceedings of the National Academy of Sciences 88 (21), 9892-9894, 1991
4 1991