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Approaches to Quantum Gravity

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<strong>Quantum</strong> <strong>Gravity</strong> phenomenology 439<br />

leads <strong>to</strong> a very small estimate of ρ: ρ ∼ 10 −44 Hz −1 . However, modern interferometers<br />

are achieving truly remarkable sensitivities, driven by their main objective<br />

of seeing classical gravity waves, and levels of ρ as small as 10 −44 Hz −1 are within<br />

their reach.<br />

Another much discussed opportunity for constraining models of spacetime fuzziness<br />

is provided by the observation of extragalactic sources, such as distant quasars.<br />

Essentially it is argued [39; 40] that, given a wave description of the light observed<br />

from the source, spacetime fuzziness should introduce an uncertainty in the wave’s<br />

phase that cumulates as the wave travels, and for sufficiently long propagation<br />

times this effect should scramble the wave front enough <strong>to</strong> prevent the observation<br />

of interferometric fringes. Also in this case plausible estimates suggest that, in<br />

spite of the smallness of the Planck-scale effects, thanks <strong>to</strong> the amplification provided<br />

by the long propagation times the sensitivity needed might soon be within<br />

our reach.<br />

22.3.4 Decoherence<br />

The development of test theories for decoherence is of course a challenging area<br />

of <strong>Quantum</strong> <strong>Gravity</strong> phenomenology, since the test theories must go beyond <strong>Quantum</strong><br />

Mechanics. It is perhaps best if here I limit myself <strong>to</strong> directing the readers<br />

<strong>to</strong> the available dedicated reviews, such as Ref. [41]. Let me just mention that<br />

the neutral-kaon system, with its delicate balance of scales, besides taking center<br />

stage in the phenomenology of Planck-scale departures from CPT symmetry<br />

is also considered [13; 41] <strong>to</strong> be our best opportunity for labora<strong>to</strong>ry studies of<br />

Planck-scale-induced decoherence.<br />

22.3.5 Planck-scale departures from the equivalence principle<br />

As mentioned, the <strong>Quantum</strong> <strong>Gravity</strong> problem also provides motivation <strong>to</strong> contemplate<br />

departures from the equivalence principle, and in some approaches (in<br />

particular in string theory) some structures suitable for describing departures from<br />

the equivalence principle are found. The phenomenology is very rich and in many<br />

ways goes well beyond the specific interests of <strong>Quantum</strong> <strong>Gravity</strong> research: the<br />

equivalence principle continues <strong>to</strong> be placed under careful scrutiny especially<br />

because of its central role in General Relativity. Interested readers could consider<br />

as points of entrance in the relevant literature the overall review in Ref. [42] and,<br />

more specifically for departures from the equivalence principle within the string<br />

theory approach, Ref. [27].

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