2002AIP conference proceedingsRequires access

Orientifold in conifold and duality cascades

Sang-Jin Sin

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Abstract

We describe orientifold operation defining O3 plane in the conifold background by deriving it from that of O4 plane in the Type IIA brane construction by T-duality. We find that both O3+ and O3− are at the tip of the cone so that there is no net untwisted RR charge. RG analysis shows that we need two “fractional” branes for the conformal invariance in orientifolded conifold. We describe the deformation of the moduli space of the field theory in the presence of the orientifold. The finitely resolved conifold does not allow the orientifold, while deformed conifold leaves us an unresolved issue on supersymmetry.

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We describe orientifold operation defining O3 plane in the conifold background by deriving it from that of O4 plane in the Type IIA brane construction by T-duality. We find that both O3+ and O3− are at the tip of the cone so that there is no net untwisted RR charge. RG analysis shows that we need two “fractional” branes for the conformal invariance in orientifolded conifold. We describe the deformation of the moduli space of the field theory in the presence of the orientifold. The finitely resolved conifold does not allow the orientifold, while deformed conifold leaves us an unresolved issue on supersymmetry.

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Available abstract

We describe orientifold operation defining O3 plane in the conifold background by deriving it from that of O4 plane in the Type IIA brane construction by T-duality. We find that both O3+ and O3− are at the tip of the cone so that there is no net untwisted RR charge. RG analysis shows that we need two “fractional” branes for the conformal invariance in orientifolded conifold. We describe the deformation of the moduli space of the field theory in the presence of the orientifold. The finitely resolved conifold does not allow the orientifold, while deformed conifold leaves us an unresolved issue on supersymmetry.

Key concepts: Conifold, Orientifold, Physics, Duality (order theory), Moduli space, Theoretical physics, Particle physics, Pure mathematics

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