String Interactions in PP-Waves
arXiv:hep-th/0205174 · doi:10.1103/PhysRevLett.89.171601
Abstract
We argue that string interactions in a PP-wave spacetime are governed by an effective coupling $g_{eff}=g_s(μp^+\apm)f(μp^+ \apm)$ where $f(μp^+ \apm)$ is proportional to the light cone energy of the string states involved in the interaction. This simply follows from generalities of a Matrix String description of this background. nicely interpolates between the expected result () for flat space (small $μp^+\apm$) and a recently conjectured expression from the perturbative gauge theory side (large $μp^+\apm$).
8 pages
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- Tiny Graviton Matrix Theory: DLCQ of IIB Plane-Wave String Theory, A Conjecture
- Bits, Matrices and 1/N
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- Cosmologies with Null Singularities and their Gauge Theory Duals
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- Conformal Dimensions of Two-Derivative BMN Operators
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- AdS/CFT v.s. String Loops
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- Strings on Plane Waves, Super-Yang Mills in Four Dimensions, Quantum Groups at Roots of One
- Holography and Cosmological Singularities
- Pp-wave Matrix Models from Point-like Gravitons