2016
DOI: 10.1103/physrevd.93.083506
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Randomness in the dark sector: Emergent mass spectra and Dynamical Dark Matter ensembles

Abstract: In general, non-minimal models of the dark sector such as Dynamical Dark Matter posit the existence of an ensemble of individual dark components with differing masses, cosmological abundances, and couplings to the Standard Model. Perhaps the most critical among these features is the spectrum of masses, as this goes a long way towards determining the cosmological abundances and lifetimes of the corresponding states. Many different underlying theoretical structures can be imagined for the dark sector, each givin… Show more

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Cited by 20 publications
(20 citation statements)
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“…We assume that each χ n has a relic abundance Ω n such that the ensemble as a whole carries the observed total darkmatter relic abundance. Indeed, such DDM ensembles are realized in various well-motivated physics models beyond the SM, including scenarios with extra spacetime dimensions [42,43,57], confining hidden-sector gauge groups [58], large spontaneously broken symmetry groups [59,60], and even certain string configurations [58,61].…”
Section: A Constructing a Ddm Modelmentioning
confidence: 99%
See 1 more Smart Citation
“…We assume that each χ n has a relic abundance Ω n such that the ensemble as a whole carries the observed total darkmatter relic abundance. Indeed, such DDM ensembles are realized in various well-motivated physics models beyond the SM, including scenarios with extra spacetime dimensions [42,43,57], confining hidden-sector gauge groups [58], large spontaneously broken symmetry groups [59,60], and even certain string configurations [58,61].…”
Section: A Constructing a Ddm Modelmentioning
confidence: 99%
“…DDM models do not merely have a random assortment of dark-matter componentsthese components must also have properties such as masses, abundances, and decay widths which obey specific scaling relations. These scaling relations emerge naturally from a variety of underlying DDM constructions [42,43,[57][58][59][60]. The question that remains, then, is not merely whether there exists a nontrivial intermediary injection spectrum dN ϕ =dE ϕ that can fit the GC excess, but whether this injection spectrum is also consistent with an underlying dark sector whose individual components exhibit scaling relations of the sort DDM assumes.…”
Section: A Constructing a Ddm Modelmentioning
confidence: 99%
“…Dark-matter ensembles with these properties emerge naturally in a variety of contexts [23,24,[49][50][51][52], and detection strategies for such ensembles are discussed in Refs. [53][54][55][56][57][58][59].…”
Section: Discussionmentioning
confidence: 99%
“…[1,2,9] (or even the purely four-dimensional DDM ensembles considered in Refs. [10,11]). For example, the KK states corresponding to a single flat extra spacetime dimension have degeneracieŝ g n which are constant, or which become so above the n ¼ 0 level.…”
Section: ð2:4þmentioning
confidence: 99%
“…For example, under certain circumstances, thermal freeze-out mechanisms for abundance generation can also lead to appropriate polynomial inverse scaling relations between lifetimes and abundances [10]. In fact, such inverse scaling relations can even emerge statistically in contexts in which the dynamics underlying the dark sector is essentially random [11].…”
Section: Introductionmentioning
confidence: 99%