We present a contemporary perspective on the String Landscape and the
Multiverse of plausible string, M- and F-theory vacua, seeking to demonstrate a
non-zero probability for the existence of a universe matching our own observed
physics within the solution ensemble, arguing for the importance of No-Scale
Supergravity as an essential common underpinning. Our context is a highly
detailed phenomenological probe of No-Scale F-SU(5), a model representing the
intersection of the F-lipped SU(5) X U(1)_X Grand Unified Theory (GUT) with
extra TeV-Scale vector-like multiplets derived out of F-theory, and the
dynamics of No-Scale Supergravity. We present a highly constrained "Golden"
region with tan(beta) \sim 15, m_t = 173.0 - 174.4 GeV, M_1/2 = 455 - 481 GeV,
and M_V = 691 - 1020 GeV, which simultaneously satisfies all known experimental
constraints. We supplement this bottom-up phenomenological perspective with a
top-down theoretical analysis of the one-loop effective Higgs potential,
achieving a striking consonance via the dynamic determination of tan(beta) and
M_1/2 at the local secondary minimization of the spontaneously broken
electroweak Higgs vacuum V_min. We present the distinctive signatures of
No-Scale F-SU(5) at the LHC, where a light stop and gluino are expected to
generate a surplus of ultra-high multiplicity (>= 9) hadronic jet events. We
propose modest alterations to the canonical background selection cut strategy
which would enhance resolution of these events, while readily suppressing the
contribution of all Standard Model processes, and allowing a clear
differentiation from competing models of new physics. Detection by the LHC of
the ultra-high jet signal would constitute a suggestive evocation of the
intimately linked stringy origins of F-SU(5), and could provide a glimpse into
the fundamental string moduli, and possibly even the workings of the No-Scale
Multiverse.Comment: A review of recent work, submitted to the DICE 2010 Workshop
proceedings, based on the invited talk by D.V.N. (20 Pages, 5 Tables, 18
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