Home · Research papers


Research papers

    I try to publish with journals supporting open access, are cheap or free, are part of a mathematical society (e.g. AMS, EMS, LMS) etc. See below how “successful” I am!
     
    Publication list: available here.
     
  1. Papers from 2017
    • Michael Ehrig and Daniel Tubbenhauer, Relative cellular algebras, preprint from 2017.
      Paper's home
    • Michael Ehrig, Daniel Tubbenhauer and Paul Wedrich, Functoriality of colored link homologies, preprint from 2017.
      Paper's home
    • Antonio Sartori and Daniel Tubbenhauer, Webs and $q$-Howe dualities in types $\mathbf{B}\mathbf{C}\mathbf{D}$, preprint from 2017.
      Paper's home
  2.  
  3. Papers from 2016
    • Marco Mackaay, Volodymyr Mazorchuk, Vanessa Miemietz and Daniel Tubbenhauer, Simple transitive $2$-representations via (co)algebra $1$-morphisms, preprint from 2016.
      Paper's home
    • Michael Ehrig, Daniel Tubbenhauer and Arik Wilbert, Singular TQFTs, foams and type $\mathrm{D}$ arc algebras, preprint from 2016.
      Paper's home
    • Marco Mackaay and Daniel Tubbenhauer, Two-color Soergel calculus and simple transitive $2$-representations, preprint from 2016.
      Paper's home
    • Michael Ehrig, Catharina Stroppel and Daniel Tubbenhauer, Generic -foams, web and arc algebras, preprint from 2016.
      Paper's home
  4.  
  5. Papers from 2015
    • Michael Ehrig, Catharina Stroppel and Daniel Tubbenhauer, The Blanchet-Khovanov algebras, Categorification and Higher Representation Theory, 183-226, Contemp. Math., 683, Amer. Math. Soc., Providence, RI, 2017, preprint from 2015.
      Paper's home
    • Henning Haahr Andersen, Catharina Stroppel and Daniel Tubbenhauer, Semisimplicity of Hecke and (walled) Brauer algebras, J. Aust. Math. Soc. 103 (2017), no. 1, 1-44, preprint from 2015.
      Paper's home
    • Daniel Tubbenhauer, Pedro Vaz and Paul Wedrich, Super -Howe duality and web categories, Algebr. Geom. Topol. 17-6 (2017), 3703-3749, preprint from 2015.
      Paper's home
    • Henning Haahr Andersen, Catharina Stroppel and Daniel Tubbenhauer, Cellular structures using -tilting modules, Pacific J. Math. 292-1 (2018), 21-59, preprint from 2015.
      Paper's home
    • David Rose and Daniel Tubbenhauer, Symmetric webs, Jones-Wenzl recursions and -Howe duality, Int. Math. Res. Not. (IMRN), 2016-17 (2016), 5249-5290, preprint from 2015.
      Paper's home
  6.  
  7. Papers from 2014
    • Henning Haahr Andersen and Daniel Tubbenhauer, Diagram categories for -tilting modules at roots of unity, Transform. Groups 22 (2017), no. 1, 29-89, preprint from 2014.
      Paper's home
    • Daniel Tubbenhauer, -webs, categorification and Khovanov-Rozansky homologies, preprint from 2014.
      Paper's home
  8.  
  9. Papers before 2014
    • Daniel Tubbenhauer, -web bases, intermediate crystal bases and categorification, J. Algebraic Combin. 40-4 (2014), 1001-1076, preprint from 2013.
      Paper's home
    • Marco Mackaay, Weiwei Pan and Daniel Tubbenhauer, The web algebra, Math. Z. 277-1-2 (2014), 401-479, preprint from 2012.
      Paper's home
    • Daniel Tubbenhauer, Virtual Khovanov homology using cobordisms, J. Knot Theory Ramifications 23-9 (2014), 91 pages, preprint from 2011.
      Paper's home
  10.  
  11. Other publications
    • Daniel Tubbenhauer, Categorification and applications in topology and representation theory, Ph.D thesis, published, preprint from 2013.
      Thesis' home
    • Daniel Tubbenhauer, Khovanov homology for virtual tangles and applications, merged with Virtual Khovanov homology using cobordisms, J. Knot Theory Ramifications 23-9 (2014), 91 pages, preprint from 2012.
      Paper's home
  12.  
  13. Additional material for the papers above
    • Henning Haahr Andersen, Catharina Stroppel and Daniel Tubbenhauer, Additional notes for the paper “Cellular structures using -tilting modules”.
      File
    • A MATHEMATICA based program for calculations of the virtual Khovanov complex that I have defined in the paper above.
      Computer talk: MATHEMATICA file and Notebook and Some calculations
  14.  
  15. List of my coauthors; who had all the ideas and who have done all the work


 
Last update: 10.10.2017 or later · E-Mailemail