A finite totally nonnegative Grassmannian: arXiv
Diameter bound for facet-ridge incidence graphs of geometric lattices (with P. Hersh): arXiv
Transversal and Paving Positroids (with G. Nasr): arXiv
Graph-like Scheduling Problems and Property B: Studia Sci. Math. Hungar. || arXiv
q-Rational and q-Real Binomial Coefficients (with N. Ovenhouse): Adv. Appl. Math. || arXiv
Red sizes of quivers (with E. Bucher): Arnold Math. J. || arXiv
Mechanical proving with Walnut for squares and cubes in partial words: CPM 2022 || arXiv
Gorenstein braid cones and crepant resolutions (with J. Hallam): Discrete Comput. Geom. || arXiv
Discrete dynamical systems from real valued mutation (with N. Ovenhouse): Exp. Math. || arXiv
Lattice walks ending on a coordinate hyperplane avoiding backtracking and repeats: Enumer. Combin. Appl. || arXiv
Shelling the m=1 amplituhedron (with S. N. Karp): Comb. Theory || arXiv
Unique maximum independent sets in graphs on monomials of a fixed degree: LAGOS 2021 || arXiv
Sign variation and descents (with N. Bergeron and A. Dermenjian): Electron. J. Combin. || FPSAC 2021 || arXiv
Boundary measurement and sign variation in real projective space: Ann. Inst. Henri Poincaré || arXiv
New invariants for permutations, orders and graphs (with J.-C. Aval and N. Bergeron): Adv. Appl. Math. || arXiv
Building maximal green sequences via component preserving mutations (with E. Bucher, E. Runburg, A. Yeck, and E. Zewde): Ars Math. Contemp. || arXiv
Partial words with a unique position starting a power: Inform. Process. Lett. || arXiv
Combinatorial interpretations of Lucas analogues of binomial coefficients and Catalan numbers (with C. Bennett, J. Carrillo, and B. Sagan): Ann. Comb. || arXiv
Strong factorization and the braid arrangement fan: Tohoku Math. J. (2) || arXiv
Reddening sequences for Banff quivers and the class P (with E. Bucher): SIGMA Symmetry Integrability Geom. Methods Appl. || arXiv
Upper cluster algebras and choice of ground ring (with E. Bucher and M. Shapiro): Sci. China Math. || arXiv
Hypergraphic polytopes: combinatorial properties and antipode (with C. Benedetti and N. Bergeron): J. Comb. || FPSAC 2018 || arXiv
Egyptian Fractions and Prime Power Divisors: J. Integer Seq. || arXiv
Log-Canonical Coordinates for Poisson Brackets and Rational Changes of Coordinates (with N. Ovenhouse): J. Geom. Phys. || arXiv
Plurigraph Coloring and Scheduling Problems: Electron. J. Combin. || FPSAC 2016 || arXiv
Boundary Measurement Matrices for Directed Networks on Surfaces: Adv. Appl. Math. || arXiv
Deleting Powers in Words: J. Autom. Lang. Comb. || arXiv
Combinatorial Hopf Algebras of Simplicial Complexes (with C. Benedetti and J. Hallam): SIAM J. Discrete Math. || FPSAC 2015 || arXiv
Squares in Partial Words (with F. Blanchet-Sadri, Y. Jiao, J.D. Quigley and X. Zhang): Theoret. Comput. Sci. || DLT 2012
An Interior Point Method for Solving Semidefinite Programs Using Cutting Planes and Weighted Analytic Centers (with S. Jibrin): J. Appl. Math.
One of many maximal green sequences which can be constructed by Building maximal green sequences via component preserving mutations. (Made with help of the quiver mutation applet by Bernhard Keller.)
A periodic orbit from Discrete dynamical systems from real valued mutation.
Some 2-dimensional lattice walks avoiding backtracking ending on the x-axis from Lattice walks ending on a coordinate hyperplane avoiding backtracking and repeats.
The antipode of the hypergraph {{1,2,3}, {3,4}} computed using acyclic orientations and faces of Minkowski sums of simplicies from Hypergraphic polytopes: combinatorial properties and antipode.
A closed curve on the torus and represented in plane using the fundamental polygon for computation of Boundary Measurement Matrices for Directed Networks on Surfaces.
A DFAO from Mechanical proving with Walnut for squares and cubes in partial words which produces a partial word with infinitely many holes avoiding squares of order 4 or more.
The unique maximum independent set in the triangular grid graph found in Unique maximum independent sets in graphs on monomials of a fixed degree.
A portion of the tree of extended Fermat primes defined in Egyptian Fractions and Prime Power Divisors where p = 2 * 3 * 7 * 43^2 * 77659^(197)+ 1.
Two non-isomorphic 3-uniform hypergraphs with the same chromatic symmetric function from Plurigraph Coloring and Scheduling Problems.