Enhancons, Fuzzy Spheres and Multi-Monopoles
arXiv:hep-th/0004068 · doi:10.1103/PhysRevD.63.065004
Abstract
We study the `enhancon', a spherical hypersurface apparently made of D-branes, which arises in string theory studies of large N SU(N) pure gauge theories with eight supercharges. When the gauge theory is 2+1 dimensional, the enhancon is an S^2. A relation to charge N BPS multi-monopoles is exploited to uncover many of its detailed properties. It is simply a spherical slice through an Atiyah-Hitchin-like submanifold of the charge BPS monopole moduli space. In the form of Nahm data, it is built from the N dimensional irreducible representation of SU(2). In this sense the enhancon is a non-commutative sphere, reminiscent of the spherical `dielectric' branes of Myers.
25 pages, latex, 3 primary figures, psfig (v2: Omission of references to important early work on multi-monopoles is fixed. Note added on possible relations to certain other recent work on large N, monopoles, and non-commutativity. A few typos fixed.) (v3: Extensive revision. Statements about role of Atiyah-Hitchin manifold and instanton corrections refined. Speculation about location of Higgs zeros removed. Discussion improved in many places.)
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- Inside an Enhancon: Monopoles and Dual Yang-Mills Theory
- A new wrinkle on the enhancon
- Topological Transitions and Enhancon-like Geometries in Calabi-Yau Compactifications of M-Theory
- Oblate, Toroidal, and Other Shapes for the Enhancon
- Moduli Space Metric of N=2 Supersymmetric SU(N) Gauge Theory and the Enhancon
- On the gauge invariance and coordinate transformations of non-Abelian D-brane actions
- The stability of the shell of D6-D2 branes in a supergravity solution
- The Heterotic Enhancon
- Wrapped D-Branes as BPS Monopoles: The Moduli Space Perspective
- The Yang Monopole in IIA Superstring: Multi-charge Disease and Enhancon Cure