A classical solution construction is proposed that places any chosen moduli-space point B inside an arbitrarily large, nearly flat region of an asymptotically flat string compactification that approaches any other point A at infinity.
SL(2, Z) Duality and Magnetically Charged Strings
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abstract
Postulate of SL(2,\Z) invariance of toroidally compactified heterotic string theory in four dimensions implies the existence of new string (dual string) states carrying both, electric and magnetic charges. In this paper we study the interaction between these dual strings. In particular, we consider scattering of two such strings in the limit where one string passes through the other string without touching it, and show that such a scattering leads to the exchange of a fixed amount of electric and magnetic charges between the two strings.
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Decorating Asymptotically Flat Space-Time with the Moduli Space of String Theory
A classical solution construction is proposed that places any chosen moduli-space point B inside an arbitrarily large, nearly flat region of an asymptotically flat string compactification that approaches any other point A at infinity.