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bosonic string
Field Theory
Quantum Theory
String Theory
Non Commutative
Space Time
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Generalised space–time and duality
Generalised space–time and duality,10.1016/j.physletb.2010.08.054,Physics Letters B,Peter West
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Generalised space–time and duality
(
Citations: 2
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Peter West
In this Letter we consider the previously proposed generalised space–time and investigate the structure of the
field theory
upon which it is based. In particular, we derive a SO(D,D) formulation of the
bosonic string
as a nonlinear realisation at lowest levels of E11⊗sl1 where l1 is the first fundamental representation. We give a Hamiltonian formulation of this theory and carry out its quantisation. We argue that the choice of representation of the
quantum theory
breaks the manifest SO(D,D) symmetry but that the symmetry is manifest in a noncommutative field theory. We discuss the implications for the conjectured E11 symmetry and the role of the l1 representation.
Journal:
Physics Letters B  PHYS LETT B
, vol. 693, no. 3, pp. 373379, 2010
DOI:
10.1016/j.physletb.2010.08.054
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References
(4)
Algebraic aspects of matrix theory on T d
(
Citations: 56
)
S. Elitzur
,
A. Giveon
,
D. Kutasov
,
E. Rabinovici
Journal:
Nuclear Physics B  NUCL PHYS B
, vol. 509, no. 1, pp. 122144, 1998
MTheory and Uduality on T d with Gauge Backgrounds
(
Citations: 25
)
N. A. Obers
,
B. Pioline
,
E. Rabinovici
Uduality and Mtheory, an algebraic approach
(
Citations: 26
)
Niels A. Obers
,
Boris Pioline
Published in 1999.
Uduality and Mtheory
(
Citations: 121
)
N. A. Obers
,
B. Pioline
Journal:
Physics Reportsreview Section of Physics Letters  PHYS REPREV SECT PHYS LETT
, vol. 318, no. 4, pp. 113225, 1999
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Citations
(2)
E 11 , generalised space–time and IIA string theory
(
Citations: 3
)
Peter West
Journal:
Physics Letters B  PHYS LETT B
, vol. 696, no. 4, pp. 403409, 2011
Generalized geometry and M theory
David S. Berman
,
Malcolm J. Perry
Journal:
Journal of High Energy Physics  J HIGH ENERGY PHYS
, vol. 2011, no. 6, pp. 126, 2011