Flux Compactification

Flux Compactification

12 Jan 2007 | Michael R. Douglas and Shamit Kachru
The paper by Douglas and Kachru reviews recent work on string and M-theory compactifications where all scalar fields (moduli) are massive and supersymmetry is broken with a small positive cosmological constant. This setup is necessary to reproduce real-world physics, including the observed values of fundamental constants and the anthropic selection of our universe. The authors argue that this implies the existence of a "landscape" of string/M-theory vacua, potentially containing many candidates for describing our universe. They discuss statistical surveys of the landscape and the prospects for testable consequences, such as observable effects of moduli, constraints on early cosmology, and predictions for the scale of supersymmetry breaking. The paper covers various aspects of compactification, including the effective potential, stability, explicit constructions of flux vacua, and the statistical properties of vacua. It also explores the implications for particle physics and cosmology, emphasizing the need for further research to understand the landscape and its potential implications for our universe.The paper by Douglas and Kachru reviews recent work on string and M-theory compactifications where all scalar fields (moduli) are massive and supersymmetry is broken with a small positive cosmological constant. This setup is necessary to reproduce real-world physics, including the observed values of fundamental constants and the anthropic selection of our universe. The authors argue that this implies the existence of a "landscape" of string/M-theory vacua, potentially containing many candidates for describing our universe. They discuss statistical surveys of the landscape and the prospects for testable consequences, such as observable effects of moduli, constraints on early cosmology, and predictions for the scale of supersymmetry breaking. The paper covers various aspects of compactification, including the effective potential, stability, explicit constructions of flux vacua, and the statistical properties of vacua. It also explores the implications for particle physics and cosmology, emphasizing the need for further research to understand the landscape and its potential implications for our universe.
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