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Allegedly, string theory (in it's simplest form) predicts that cosmological constant must be negative (or zero). Can someone explain where does this result come from? A reference would also be welcome.
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The discussion centers around the implications of string theory regarding the cosmological constant, specifically whether it must be negative or zero. Participants explore theoretical interpretations, references, and the relationship between string theory, supersymmetry, and different spacetime backgrounds.
Participants express differing views on whether string theory necessitates a negative or zero cosmological constant, with no consensus reached. Some argue against the existence of a definitive result, while others reference specific theoretical frameworks and literature that suggest limitations in achieving de Sitter space.
Participants highlight the complexity of the topic, including unresolved issues related to supersymmetry and the mathematical constraints of various theories. The discussion reflects ongoing debates in theoretical physics without clear resolutions.
Not even in older literature? Then how to interpret the statement by Wittenmitchell porter said:There is no such "result".
Thanks! Can you give a reference for that?haushofer said:I'm not up to date to all the stringy constructions of backgrounds, but I think the problem you're addressing is deeper: it has to do with supersymmetry. E.g., pure N=1 D=4 supergravity can be constructed in a anti-deSitter background, but not a deSitter background. The reason is that the Jacobi identities of the underlying algebra don't allow for one particular sign of the cosmological constant (corresponding to dS).
See e.g. Freedman& Van Proeyen their sugra textbook, page 251 onward. My supervisor Eric Bergshoeff also published on construction of deSitter sugra on the arxiv, e.g.Demystifier said:Thanks! Can you give a reference for that?