Curriculum Vitae and Statements

Publication list

  1. E. Bodish, B. Elias, D.E.V. Rose, and L. Tatham. A note on the Sundaram–Stanley bijection (or, Viennot for up-down tableaux). 2021. Submitted for publication. Preprint arXiv:2108.11528. 14 pages.
  2. M. Hogancamp, D.E.V. Rose, and P. Wedrich. Link splitting deformation of colored Khovanov–Rozansky homology. 2021. Submitted for publication. Preprint arXiv:2107.09590. 110 pages.
  3. M. Hogancamp, D.E.V. Rose, and P. Wedrich. A skein relation for singular Soergel bimodules. 2021. Submitted for publication. Preprint arXiv:2107.08117. 34 pages.
  4. E. Bodish, B. Elias, D.E.V. Rose, and L. Tatham. Type C Webs. 2021. Submitted for publication. Preprint arXiv:2103.14997. 45 pages.
  5. D.E.V. Rose, and L. Tatham. On webs in quantum type C. Canadian Journal of Mathematics. Published online February 26, 2021 (to appear in print). 40 pages.
  6. D.E.V. Rose and D. Tubbenhauer. HOMFLYPT homology for links in handlebodies via type A Soergel bimodules. Quantum Topology, 12 (2021), no. 2, 373–410.
  7. M. Abram, L. Lamberto-Egan, A. Lauda, and D.E.V. Rose. Categorification of the internal braid group action for quantum groups I: 2-functoriality. 2018. Preprint. 60 pages.
  8. H. Queffelec, D.E.V. Rose, and A. Sartori. Annular Evaluation and Link Homology. 2018. Submitted for publication. Preprint arXiv:1802.04131. 47 pages.
  9. H. Queffelec and D.E.V. Rose. Sutured annular Khovanov–Rozansky homology. Transactions of the American Mathematical Society, 370 (2018), 1285-1319.
  10. D.E.V. Rose and P. Wedrich. Deformations of colored sl(n) link homologies via foams. Geometry and Topology, 20 (2016), no. 6, 3431–3517.
  11. D.E.V. Rose and D. Tubbenhauer. Symmetric webs, Jones–Wenzl recursions, and q-Howe duality. International Mathematics Research Notices, 2016 (17): 5249–5290.
  12. H. Queffelec and D.E.V. Rose. The sl(n) foam 2-category: a combinatorial formulation of Khovanov–Rozansky homology via categorical skew Howe duality. Advances in Mathematics, 302 (2016), 1251–1339.
  13. A. Lauda, H. Queffelec, and D.E.V. Rose. Khovanov homology is a skew Howe 2-representation of categorified quantum sl(m). Algebraic and Geometric Topology, 15-5 (2015), 2517–2608.
  14. D.E.V. Rose. A note on the Grothendieck group of an additive category. Bulletin of Chelyabinsk State University, 2015. no. 3 (358). Mathematics. Mechanics. Informatics. Issue 17. pp. 135–139.
  15. D.E.V. Rose. A categorification of quantum sl(3) projectors and the sl(3) Reshetikhin-Turaev invariant of tangles. Quantum Topology, 5 (2014), no. 1, pp. 1–59.
  16. D.E.V. Rose and I. Spitkovsky. On the numerical range behavior under the generalized Aluthge transform. Linear and Multilinear Algebra, vol. 56 no. 1&2 (January, 2008), pp. 163–177.
  17. D.E.V. Rose and I. Spitkovsky. On the stabilization of the Aluthge sequence. International Journal of Information and Systems Sciences – Special Issue on Matrix Analysis and Applications, vol. 4 no. 1 (Spring, 2008), pp. 178–189.