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[1] Se-jin Oh. Auslander-Reiten quiver of type A and generalized quantum affine Schur-Weyl duality. Trans. Amer. Math. Soc. 369 (2017) 1895-1933. MR 3581223.
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[2] Eric Marberg. Strong forms of self-duality for Hopf monoids in species. Trans. Amer. Math. Soc. 368 (2016) 5433-5473.
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[3] Arkady Berenstein, Vladimir Retakh, Christophe Reutenauer and Doron Zeilberger. The Reciprocal of $\sum_{n\geq 0}a^nb^n$ for non-commuting $a$ and $b$, Catalan numbers and non-commutative quadratic equations. Contemporary Mathematics 592 (2013) 103-109.
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[4] Marcelo Aguiar and Swapneel Mahajan. Hopf monoids in the category of species. Contemporary Mathematics 585 (2013) 17-124.
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[5] L. Vendramin. Nichols algebras associated to the transpositions of the symmetric group are twist-equivalent. Proc. Amer. Math. Soc. 140 (2012) 3715-3723.
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[6] M. Cuntz and I. Heckenberger. Finite Weyl groupoids of rank three. Trans. Amer. Math. Soc. 364 (2012) 1369-1393. MR 2869179.
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[7] Samuel K. Hsiao, Lauren Rose, Rachel Stahl and Ezra M. Winston. Linear inequalities for enumerating chains in partially ordered sets. Trans. Amer. Math. Soc. 363 (2011) 2715-2732. MR 2763734.
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[8] Universal constructions of Hopf monoids. CRM Monograph Series 29 (2010) 363-399.
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[9] Monoidal structures on species. CRM Monograph Series 29 (2010) 235-282.
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[10] The Coxeter complex of type $A$. CRM Monograph Series 29 (2010) 305-361.
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[11] 2-monoidal categories. CRM Monograph Series 29 (2010) 161-205.
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[12] Deformations of Hopf monoids. CRM Monograph Series 29 (2010) 283-304.
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[13] Monoids and the simplicial category. CRM Monograph Series 29 (2010) 713-724.
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[14] Graded vector spaces. CRM Monograph Series 29 (2010) 21-59.
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[15] Monoidal categories. CRM Monograph Series 29 (2010) 1-1.
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[16] From species to graded vector spaces. CRM Monograph Series 29 (2010) 519-545.
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[17] Monoidal categories. CRM Monograph Series 29 (2010) 3-20.
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[18] Colored Fock functors. CRM Monograph Series 29 (2010) 635-654.
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[19] Operads. CRM Monograph Series 29 (2010) 669-696.
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[20] Adjoints of the Fock functors. CRM Monograph Series 29 (2010) 581-598.
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[21] Hopf monoids from combinatorics. CRM Monograph Series 29 (2010) 443-486.
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[22] Hopf monoids from geometry. CRM Monograph Series 29 (2010) 401-441.
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[23] Decorated Fock functors and creation-annihilation. CRM Monograph Series 29 (2010) 599-634.
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[24] Fock functors. CRM Monograph Series 29 (2010) 517-517.
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[25] Appendices. CRM Monograph Series 29 (2010) 655-655.
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[26] Categorical preliminaries. CRM Monograph Series 29 (2010) 657-668.
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[27] Pseudomonoids and the looping principle. CRM Monograph Series 29 (2010) 697-712.
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[28] Operad Lax monoidal functors. CRM Monograph Series 29 (2010) 119-135.
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[29] Hopf monoids in species. CRM Monograph Series 29 (2010) 233-233.
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[30] Hopf monoids in colored species. CRM Monograph Series 29 (2010) 487-515.
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Results: 1 to 30 of 38 found      Go to page: 1 2