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- Jae-Suk Park
- 2000

By exploiting the BV quantization of topological bosonic open membrane, we argue that flat 3-form C-field leads to deformations of the algebras of multi-vectors on the Dirichlet-brane world-volume as… (More)

- Yong-Geun Oh, Jae-Suk Park
- 2005

In this paper, we study deformations of coisotropic submanifolds in a symplectic manifold. First we derive the equation that governs C∞ deformations of coisotropic submanifolds and define the… (More)

We study topological open membranes of BF type in a manifest BV formalism. Our main interest is the effect of the bulk deformations on the algebra of boundary operators. This forms a homotopy Lie… (More)

- Jae-Suk Park
- 1994

Abstract We propose N =2 holomorphic Yang-Mills theory on compact Kahler manifolds and show that there exists a simple mapping from the N =2 topological Yang-Mills theory. It follows that… (More)

We study the twisted N = 2 supersymmetric Yang-Mills theory coupled with the hyper-multiplets (TQCD). We suggest that the family of TQCD can be served as a powerful tool for studying the quantum… (More)

This is the first of two papers that introduce a deformation theoretic framework to explain and broaden a link between homotopy algebra and probability theory. In this paper, cumulants are proved to… (More)

We study bulk-boundary correlators in topological open membranes. The basic example is the open membrane with a WZ coupling to a 3-form. We view the bulk interaction as a deformation of the boundary… (More)

We study the path integral of a twisted $N=2$ supersymmetric Yang-Mills theory coupled with hypermultiplet having the bare mass. We explicitly compute the topological correlation functions for the… (More)

- Jae-Suk Park
- 1994

We study a topological Yang-Mills theory withN=2 fermionic symmetry. Our formalism is a field theoretical interpretation of the Donaldson polynomial invariants on compact Kähler surfaces. We also… (More)

We study N=4 supersymmetric Yang-Mills theory on a Kaehler manifold with $b_2^+ \geq 3$. Adding suitable perturbations we show that the partition function of the N=4 theory is the sum of… (More)