# Quantization of Bosonic String Model in (26+2)-DIMENSIONAL Space-Time

@article{Tsukioka2003QuantizationOB, title={Quantization of Bosonic String Model in (26+2)-DIMENSIONAL Space-Time}, author={Takuya Tsukioka and Yoshiyuki Watabiki}, journal={International Journal of Modern Physics A}, year={2003}, volume={19}, pages={1923-1959} }

We investigate the quantization of the bosonic string model which has a local U(1)V×U(1)A gauge invariance as well as the general coordinate and Weyl invariance on the world-sheet. The model is quantized by Lagrangian and Hamiltonian BRST formulations a la Batalin, Fradkin and Vilkovisky and noncovariant light-cone gauge formulation. Upon the quantization the model turns out to be formulated consistently in (26+2)-dimensional background space–time involving two time-like coordinates.

## 2 Citations

### QUANTIZATION OF NEVEU–SCHWARZ–RAMOND SUPERSTRING MODEL IN (10+2)-DIMENSIONAL SPACE–TIME

- Physics
- 2005

We construct a Neveu–Schwarz–Ramond superstring model which is invariant under supersymmetric U(1)V×U(1)A gauge transformations as well as the supergeneral coordinate, the superlocal Lorentz and the…

### Snyder noncommutative space-time from two-time physics

- Physics, Mathematics
- 2004

We show that the two-time physics model leads to a mechanical system with Dirac brackets consistent with the Snyder noncommutative space. A Euclidean version of this space is also obtained and it is…

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