1996
DOI: 10.1016/0370-2693(96)01067-2
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D-brane recoil and logarithmic operators

Abstract: We construct the pair of logarithmic operators associated with the recoil of a D-brane. This construction establishes a connection between a translation in time and a world-sheet rescaling. The problem of measuring the centre of mass coordinate of the D-brane is considered and the relation between the string uncertainty principle and the logarithmic operators is discussed.

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Cited by 121 publications
(456 citation statements)
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“…In particular the field t is not a primary and is purely a descendent field. Given (28,27) and the standard Virasoro algebra:…”
Section: Degenerate Vacuamentioning
confidence: 99%
“…In particular the field t is not a primary and is purely a descendent field. Given (28,27) and the standard Virasoro algebra:…”
Section: Degenerate Vacuamentioning
confidence: 99%
“…As discussed in references [10,11,12], the recoil of a D-brane string soliton after interaction with a closed-string state is characterized by a σ model on the string world sheet Σ, that is deformed by a pair of logarithmic operators [15]:…”
Section: Formulation Of D-brane Recoilmentioning
confidence: 99%
“…For reasons of convergence of the world-sheet path integrals we take the space-time {X I , y i } to have Euclidean signature. In the case of D particles [10,11,12], the index I takes the value 0 only, in which case the operators (1) act as deformations of the conformal field theory on the world sheet. The operator u i ∂Σ ∂ n X i D ǫ describes the movement of the D brane induced by the scattering, where u i is its recoil velocity, and y i ∂Σ ∂ n X i C ǫ describes quantum fluctuations in the initial position y i of the D particle.…”
Section: Formulation Of D-brane Recoilmentioning
confidence: 99%
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