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Iana Anguelova

Associate Professor

Address: RSS 354
Office Hours: By appointment
Phone: 843.953.5651
E-mail: anguelovai@cofc.edu


Curriculum Vitae


Publications

  1. M. Short, J. Bdzil, I. Anguelova, Stability of CJ detonations for a stiffened gas model of condensed phase explosives, Journal of Fluid Mechanics, 552 , 2006, 299 -309.
  2. I. Anguelova, Symmetric polynomials and HD-quantum vertex algebras, in “Lie algebras, Vertex algebras and their applications”, Contemporary Mathematics 442, 2007, proceedings of the Conference in honor of J. Lepowsky and R. Wilson, 269-278.
  3. I. Anguelova, Bicharacter construction of quantum vertex algebras, University of Illinois at Urbana-Champaign, 2006, PhD Thesis.
  4. M. Short, I. Anguelova, T. Aslam, J. Bdzil, A. Henrick, G. Sharpe, Stability of detonations for an idealized condensed state model, Journal of Fluid Mechanics, 595, 2008, 45-82.
  5. I. Anguelova, Super-bicharacter construction of quantum vertex algebras, Reports in Mathematical Physics 61 (2008), no. 2, 253–263.
  6. I. Anguelova. Bosonization through super-bicharacter construction, Proceedings of the 7th International Workshop ”Lie Theory and Its Applications in Physics” (LT-7), 18-24 June 2007, Varna, Bulgaria.
  7. I. Anguelova. A note on quantum vertex operators and associativity, J. Gen. Lie Theory Appl. 2 (2008), no. 3, 117–121.
  8. I. Anguelova, M. Bergvelt HD-quantum vertex algebras and bicharacters, Communications in Contemporary Mathematics, 11 (2009), no. 6, 937–991.
  9. I. Anguelova. Boson-fermion correspondence of type B and twisted vertex algebras, in ”Lie Theory and Its Applications in Physics” (LT-9), Springer Proceedings in Mathematics and Statistics, vol. 36 (2013), 399-410.
  10. I. Anguelova, M. Bergvelt, Quadratic differential operators, bicharacters and • products , accepted in Communications in Algebra, arXiv:1109.1894v1
  11. I. Anguelova, Twisted vertex algebras, bicharacter construction and boson-fermion correspondences, submitted.
  12. I. Anguelova I. B. Cox, E. Jurisich, N-point locality for vertex operators: normal ordered products, operator product expansions, twisted vertex algebras, preprint.
  13. I. Anguelova, Twisted vertex algebras, CKP and anyonic correspondences, in preparation.
  14. I. Anguelova, Representations of a∞ through the boson-fermion correspondence of type D-A, in preparation.
  15. I. Anguelova, Boson-fermion correspondences on Riemann surfaces, in preparation.