Kaluza-Klein and H-Dyons in String Theory

Abstract

Kaluza-Klein monopole and H-monopole solutions, which are T-dual to each other, are the well-known solutions of string theory compactified on $T^6$. Since string theory in this case has an S-duality symmetry, we explicitly construct the corresponding dyonic solutions by expressing the $D=4$ string effective action in a manifestly $SL(2,R)$ invariant form with an $SL(2,R)$ invariant constraint. The Schwarz-Sen charge spectrum, the BPS saturated mass formula as well as the stability of these states are discussed briefly.

15 pages, LaTeX, No figures, improved version to appear in Phys. Rev. D

References in corpus (8)

• Dualisation of Dualities, I
• Gravitational Duality, Branes and Charges
• 5-branes, KK-monopoles and T-duality
• Kaluza-Klein Dyons in String Theory
• M(atrix) Theory on $T^6$ and a m(atrix) Theory Description of KK Monopoles
• Born-Infeld Action and Chern-Simons Term from Kaluza-Klein Monopole in M-theory
• SL(2, Z) Multiplets of Type II Superstrings in $D<10$
• H-Dyons and S-Duality

Cited by in corpus (1)

• Analytical results for string propagation near a Kaluza-Klein black hole