Note on a Closed String Field Theory from Bosonic IIB Matrix Model
arXiv:hep-th/0212044 · doi:10.1088/1126-6708/2003/01/025
Abstract
We apply stochastic quantization method to the bosonic part of IIB matrix model, i.e., a naive zero volume limit of large N Yang-Mills theory, to construct a collective field theory of Wilson loops. The Langevin equation for Wilson loops can be interpreted as the time evolution of closed string fields. The corresponding Fokker-Planck hamiltonian deduces a closed string field theory which describes interacting Wilson loops with manifest Lorentz invariance.
arXiv comment12 pages
References in corpus (15)
- M Theory As A Matrix Model: A Conjecture
- A Large-N Reduced Model as Superstring
- Monte Carlo Approach to M-Theory
- Dynamical Aspects of Large N Reduced Models
- IIB Matrix Model
- Monte Carlo Studies of the IIB Matrix Model at Large N
- Large N Dynamics of Dimensionally Reduced 4D SU(N) Super Yang-Mills Theory
- Convergent Yang-Mills Matrix Theories
- String Field Theory from IIB Matrix Model
- Finite Yang-Mills Integrals
- Loop Space Hamiltonians And Field Theory Of Non-Critical Strings
- The Convergence of Yang-Mills Integrals
- USp(2k) Matrix Model: Nonperturbative Approach to Orientifolds
- USp(2k) Matrix Model: F Theory Connection
- On Field Theories of Loops