Ben Salisbury
Assistant Professor
Office: Pearce 206H Email: ben DOT salisbury AT cmich DOT edu 
My research interests lie in combinatorial representation theory. More specifically, I study combinatorial crystal graphs and their applications.
My profile on MathSciNet (login required), arXiv.org, Google Scholar, and ResearchGate.
[11]  Rigged configurations and the $*$involution (with T. Scrimshaw), preprint. 
[10]  Rigged configurations for all symmetrizable types (with T. Scrimshaw), preprint. 
[9]  Combinatorial descriptions of the crystal structure on certain PBW bases (Extended abstract) (with A. Schultze and P. Tingley), to appear in DMTCS proc FPSAC'16. 
[8]  Counting Anosov graphs (with M. Mainkar and M. Plante), to appear in Ars Combin. 
[7]  A combinatorial description of the affine GindikinKarpelevich formula of type $A_n^{(1)}$ (with S.J. Kang, K.H. Lee, and H. Ryu), to appear in Proc. Sympos. Pure Math. 
[6]  Connecting marginally large tableaux and rigged configurations via crystals (with T. Scrimshaw), Algebr. Represent. Theory. 19 (2016), 523–546. 
[5]  A rigged configuration model for $B(\infty)$ (with T. Scrimshaw), J. Combin. Theory Ser. A. 133 (2015), 29–57. 
[4]  The flush statistic on semistandard Young tableaux, C. R. Math. Acad. Sci. Paris, Ser. I 352 (2014), 367–371. 
[3]  Combinatorics of the CasselmanShalika formula in type A (with K.H. Lee and P. Lombardo), Proc. Amer. Math. Soc. 142 (2014), 2291–2301. 
[2]  Young tableaux, canonical bases, and the GindikinKarpelevich formula (with K.H. Lee), J. Korean Math. Soc. 51 (2014), no. 2, 289–309. 
[1]  A combinatorial description of the GindikinKarpelevich formula in type A (with K.H. Lee), J. Combin. Theory Ser. A. 119 (2012), 1081–1094. 
One may find my contributions to the Sage(Combinat) project under the username bsalisbury1 on the Sage Trac server.
At Central Michigan University: 


At the University of Connecticut: 

Friends and collaborators in mathematics: 


Miscellaneous: 
