Staff profile

• String and Conformal Field Theory
• Group Theory and Applications to Mathematical Biology

• Mathematical & Theoretical Particle Physics

• 0000: Committee Duties: Elected member of the Peer Review College EPSRC; Member of the Governing Board, School of Theoretical Physics, Dublin Institute for Advance Studies
• 0000: Conference organization: Organiser of an LMS Symposium on `New Moonshine, Mock Modular Forms and String Theory' (Durham, August 2015), of a summer workshop on `Quantum Gravity & New Moonshines' (Aspen, August 2017) and of an ESI workshop on `Moonshine' (Vienna, September 2018)
• 0000: Editorial : Editor of an IOP Volume on `New Moonshines' (2016 - 2017)
• 0000: Invitation to research centres:

  ICTP (Trieste, December 2015), IHES (Bures-sur-Yvette, February 2016 and January 2017)

• 0000: National and International Collaboration: Freiburg University; Max Planck Institute Bonn, Lebedev Institute, Moscow; Brussels Free University; University of Tokyo (Bunkyo-Ku); University of York
• 0000: Plenary and invited talks: Chennai, April 2014 (Conference on Mock Modular Forms and Physics); Waterloo, Perimeter Institute, April 2015 (Conference on Mock Modularity, Moonshine and String Theory); Nagoya, November 2016 (Conference on ‘Moonshine and K3 surfaces’); MITP Mainz, February 2017 (Workshop “Women at the Intersection of Mathematics and High Energy Physics”)

Chapter in book

• Jonoska, N., Taormina, A. & Twarock, R. (2009). DNA Cages with Icosahedral Symmetry in Bionanotechnology. In Algorithmic Bioprocesses. Condon, A., Harel, D. & Kok, J.N. Berlin: Springer. Natural Computing Series, 4: 141-158.

Conference Paper

• Taormina, A. & Wendland, K. (2015), Symmetry-surfing the moduli space of Kummer K3s, in Donagi, Ron, Katz, Sheldon, Klemm, Albrecht & Morrison, David R. eds, Proceedings of Symposia in Pure Mathematics 90: String-Math 2012. Bonn, Germany, American Mathematical Society, Bonn, 129-154.

Journal Article

• Taormina, Anne & Wendland, Katrin (2020). SU(2) channels the cancellation of K3 BPS states. Journal of High Energy Physics 2020(04): 184.
• Taormina, Anne & Wendland, Katrin (2020). The Conway Moonshine Module is a Reflected K3 Theory. Advances in Theoretical and Mathematical Physics 24(5): 1247-1323.
• Taormina, Anne & Wendland, Katrin (2018). Not doomed to fail. Journal of High Energy Physics 2018(09): 062.
• Banwell, Eleanor F., Piette, Bernard M. A. G., Taormina, Anne & Heddle, Jonathan G. (2018). Reciprocal Nucleopeptides as the Ancestral Darwinian Self-Replicator. Molecular Biology and Evolution 35(2): 404-416.
• Taormina, A. & Wendland, K. (2015). A twist in the M24 moonshine story. Confluentes Mathematici 7(1): 83-113.
• Gaberdiel, M. Taormina, A., Volpato, R. & Wendland, K. (2014). A K3 sigma model with Z_2^8:M_20 symmetry. Journal of High Energy Physics 2014(2): 22.
• Taormina, A. & Wendland, K. (2013). The overarching finite symmetry group of Kummer surfaces in the Mathieu group M24. Journal of High Energy Physics 2013(8): 125.
• Eguchi, T., Sugawara, Y. & Taormina, A. (2011). Modular forms and elliptic genera for ALE spaces. Advanced Studies in Pure Mathematics 61: 125-159.
• Peeters, K. & Taormina, A. (2009). Group theory of icosahedral virus capsid vibrations: a top-down approach. Journal of Theoretical Biology 256(4): 607-624.
• Grayson, N.E., Taormina, A. & Twarock, R. (2009). DNA duplex cage structures with icosahedral symmetry. Theoretical Computer Science 410(15): 1440-1447.
• Taormina, A. (2009). Liouville Theory and Elliptic Genera. Progress of Theoretical Physics Supplement 177(Supplement 1): 203-217.
• Peeters, K. & Taormina, A. (2008). Dynamics of Icosahedral Viruses: What Does Viral Tiling Theory Teach Us? Computational and Mathematical Methods in Medicine 9(3-4): 211-220.
• Englert, F., Peeters, K. & Taormina, A. (2008). Twenty-four near-instabilities of Caspar-Klug viruses. Physical Review E 78(3): 031908
• Elsawy, K.M., Taormina, A., Twarock, R. & Vaughan, L. (2008). Dynamical implications of Viral Tiling Theory. Journal of Theoretical Biology 252(2): 357-369.
• Eguchi, T., Sugawara, Y. & Taormina, A. (2007). Liouville Field, Modular Forms and Elliptic Genera. Journal of High Energy Physics 2007(03): 119.
• Keef, T., Taormina, A. & Twarock, R. (2006). Classification of capped tubular viral particles in the family of Papovaviridae. Journal of Physics: Condensed Matter 18(14): 375-387.
• Keef, T., Taormina, A. & Twarock, R. (2005). Assembly models for Papovaviridae based on tiling theory. Physical Biology 2(3): 175-188.
• Semikhatov, Alexei., Taormina, Anne. & Tipunin, Ilya. (2005). Higher-level Appell functions, modular transformations, and characters. Communications in Mathematical Physics 255(2): 469-512.
• Englert, F., Houart, L., Taormina, A. & West, P. (2003). The symmetry of M-theories. Journal of High Energy Physics 2003(09): 020.
• Chattaraputi, A., Englert, F., Houart, L. & Taormina, A. (2003). Fermionic subspaces of the bosonic string. Classical and Quantum Gravity 20(12): S449-S456.
• Chattaraputi, A., Englert, F., Houart, L. & Taormina, A. (2002). The bosonic mother of fermionic D-branes. Journal of High Energy Physics 09 (2002): 037 (33 pages).
• Englert, F., Houart, L. & Taormina, A. (2001). Brane fusion in the bosonic string and the emergence of fermionic strings. Journal of High Energy Physics 2001(08): 013.
• Corrigan, Edward & Taormina, A. (2000). Reflection factors and a two-parameter family of boundary bound states in the sinh-Gordon model. Journal of Physics A: Mathematical and Theoretical A33: 8739-8754.
• Bowcock P., Feigin B.L., Semikhatov A.M. & Taormina A. (2000). Affine sl(2/1) and affine D(2/1;alpha) as vertex operator extensions of dual affine sl(2) algebras. Communications in Mathematical Physics 214: 495-545.
• Chattaraputi A., Emparan R. & Taormina A. (2000). Composite diholes and intersecting brane-anti-brane configurations in string/M-theory. Nuclear Physics B573(1-2): 291-313.
• Bowcock, P., Hayes, M.R. & Taormina, A. (1999). Parafermionic representation of the affine sl(2|1:C) algebra at fractional level. Physics Letters B468(3-4): 239-243.
• Taormina, A. & Wilson, S.M.J. (1998). Virasoro character identities and Artin L-functions. Communications in Mathematical Physics 196(1): 77-103.
• Bowcock P., Hayes, M.R. & Taormina A. (1998). Characters of admissible representations of the affine superalgebra sl(2/1;C). Nuclear Physics B510(3): 739-763.
• Hayes M.R. & Taormina A. (1998). Admissible sl(2/1;C) characters and parafermions. Nuclear Physics B529(3): 588-610.
• Bowcock, P. & Taormina, A. (1997). Representation theory of the affine-superalgebra sl(2/1) and non-critical N=2 strings. Communications in Mathematical Physics 185(2): 467-493.
• Bowcock, P, Koktava, R-L.K. & Taormina, A. (1996). Wakimoto modules for the affine superalgebra sl(2/1) and non-critical N = 2 Strings. Physics Letters B388(2): 303-308.
• Taormina A. (1994). Non linear identities between unitary minimal Virasoro characters. Lecture notes in Physics 447: 87-92.
• Taormina, A. (1994). New identities Between Unitary Minimal Virasoro Characters. Communications in Mathematical Physics 165(1): 69-82.
• Eguchi,T., Ooguri,H., Taormina,A. & Yang,S-K. (1989). Superconformal algebras and string compactification on manifolds with SU(n) holonomy. Nuclear Physics B 315: 193-221.