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Stars as Laboratories for Fundamental Physics - MPP Theory Group

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558 Chapter 15<br />

(Bouquet and Vayonakis 1982; Fukugita and Sakai 1982; Anand et al.<br />

1984). The neutrino burst of SN 1987A yielded more interesting limits<br />

<strong>for</strong> the c<strong>as</strong>e of low-m<strong>as</strong>s photinos (Ellis et al. 1988; Grifols, M<strong>as</strong>só, and<br />

Peris 1989; Grifols and M<strong>as</strong>só 1990b). To avoid that too much energy<br />

is carried away by photinos they inferred that squark m<strong>as</strong>ses in the<br />

approximate range 60 GeV to 2.5 TeV were excluded.<br />

Low-m<strong>as</strong>s neutralinos are disfavored by laboratory limits. Moreover,<br />

if the LSP plays the role of cold dark matter its m<strong>as</strong>s likely is<br />

above several 10 GeV. In this c<strong>as</strong>e the stellar energy-loss arguments<br />

would not yield any constraints <strong>as</strong> all supersymmetric particles would<br />

be too heavy to be emitted. <strong>Stars</strong> would still play an interesting role <strong>as</strong><br />

they could trap the dark-matter particles. Their annihilation in the Sun<br />

or Earth would lead to a high-energy neutrino signal which h<strong>as</strong> been<br />

constrained by the Kamiokande detector (Mori et al. 1992). It may<br />

well be found at the Cherenkov detectors Superkamiokande, NESTOR,<br />

DUMAND, or AMANDA and thus lead to the indirect discovery of particle<br />

dark matter in the galaxy. These important issues are discussed<br />

at length in the <strong>for</strong>thcoming review Supersymmetric Dark Matter by<br />

Jungman, Kamionkowski, and Griest (1995).<br />

15.7 Majorons<br />

15.7.1 Particle-<strong>Physics</strong> and Cosmological Motivations<br />

Axions (Chapter 14) are one representative of a variety of Nambu-<br />

Goldstone bosons of spontaneously broken global symmetries that have<br />

appeared in the literature over the years. Another widely discussed example<br />

are the majorons first introduced by Chic<strong>as</strong>hige, Mohapatra,<br />

and Peccei (1981) <strong>as</strong> a scheme to generate small neutrino Majorana<br />

m<strong>as</strong>ses. An important variation by Gelmini and Roncadelli (1981) and<br />

Georgi, Gl<strong>as</strong>how, and Nussinov (1981) led to a model where neutrinos<br />

had small Majorana m<strong>as</strong>ses and coupled to the m<strong>as</strong>sless majoron<br />

(a pseudoscalar boson like the axion) with a relatively large Yukawa<br />

strength. The main phenomenological interest in this sort of conjecture<br />

lies in the intriguing possibility that neutrinos could have relatively<br />

strong interactions with the majorons and with each other by virtue of<br />

majoron exchange. As majorons would not necessarily show up in interactions<br />

with ordinary matter one could well speculate that neutrinos<br />

might have “secret interactions” which would be of relevance only in<br />

a neutrino-dominated environment such <strong>as</strong> the early universe, perhaps<br />

the present-day universe if neutrinos have a cosmologically significant

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