Comments on the D-instanton calculus in (p,p+1) minimal string theory
arXiv:hep-th/0505253 · doi:10.1016/j.nuclphysb.2005.09.007
Abstract
The FZZT and ZZ branes in (p,p+1) minimal string theory are studied in terms of continuum loop equations. We show that systems in the presence of ZZ branes (D-instantons) can be easily investigated within the framework of the continuum string field theory developed by Yahikozawa and one of the present authors (hep-th/9609210). We explicitly calculate the partition function of a single ZZ brane for arbitrary p. We also show that the annulus amplitudes of ZZ branes are correctly reproduced.
21 pages, 1 figure, final version
References in corpus (6)
- The Annular Report on Non-Critical String Theory
- Annulus Amplitudes and ZZ Branes in Minimal String Theory
- c=1 Matrix Model from String Field Theory
- Time-dependent backgrounds of 2D string theory: Non-perturbative effects
- Backlund Transformations, D-Branes, and Fluxes in Minimal Type 0 Strings
- On Tachyon condensation and open-closed duality in the c=1 string theory
Cited by in corpus (17)
- Minimal Open Strings
- Stokes Phenomena and Non-perturbative Completion in the Multi-cut Two-matrix Models
- Notes on the algebraic curves in (p,q) minimal string theory
- A string field theoretical description of (p,q) minimal superstrings
- Stokes Phenomena and Quantum Integrability in Non-critical String/M Theory
- T-duality of ZZ-brane
- Fractional supersymmetric Liouville theory and the multi-cut matrix models
- Macroscopic loop amplitudes in the multi-cut two-matrix models
- Notes on D-branes and dualities in (p,q) minimal superstring theory
- Monte Carlo approach to nonperturbative strings -- demonstration in noncritical string theory
- Supermatrix models and multi ZZ-brane partition functions in minimal superstring theories
- Fractional-Superstring Amplitudes, Multi-Cut Matrix Models and Non-Critical M Theory
- Analytic Study for the String Theory Landscapes via Matrix Models
- Duality Constraints on String Theory: Instantons and spectral networks
- An Exact Bosonization Rule for c=1 Noncritical String Theory
- Wronskians, dualities and FZZT-Cardy branes
- Emergent quantum geometry from stochastic random matrices