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In a previous paper, we investigated the Hopf algebra structure in string theory and gave a unified formulation of the quantization of the string and the space-time symmetry.
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N. R. F. Braga, H. L. Carrion and C. F. L. Godinho, Normal ordering and boundary conditions for fermionic string coordinates
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L. Cornalba and R. Schiappa, Nonassociative star product deformations for D-brane worldvolumes in curved backgrounds
2002
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R. J. Szabo, Quantum field theory on noncommutative spaces
2003
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M. Chaichian, P. P. Kulish, K. Nishijima and A. Tureanu, On a Lorentz-invariant interpretation of noncommutative space-time and its implications on noncommutative QFT
2004
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F. Koch and E. Tsouchnika, Construction of theta-Poincare algebras and their invariants on M(theta)
2005
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P. Watts, Derivatives and the role of the Drinfeld twist in noncommutative string theory
Cited in the paper.
2006
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B. Chakraborty, S. Gangopadhyay and A. G. Hazra, Normal ordering and noncommutativity in open bosonic strings
2006
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S. Gangopadhyay and A. G. Hazra, Normal ordering and non(anti)commutativity in open super strings
2007
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T. Asakawa, M. Mori and S. Watamura, Hopf Algebra Symmetry and String Theory
2008
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S. Guttenberg, M. Herbst, M. Kreuzer and R. Rashkov, Non-topological non-commutativity in string theory
2008
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