By Martin C. Libicki, David C. Gompert, David R. Frelinger, Raymond Smith
Libicki et al. argue that info assortment specifications and platforms for counterinsurgency are vital as the group that conducts counterinsurgency crosses nationwide and institutional obstacles and as the indigenous inhabitants performs a wide position in picking out the result of an insurgency. They then reveal what this concentration implies for counterinsurgency specifications, assortment, networking, and structures layout.
Read Online or Download Byting Back--Regaining Information Superiority Against 21st-Century Insurgents: RAND Counterinsurgency Study PDF
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Additional info for Byting Back--Regaining Information Superiority Against 21st-Century Insurgents: RAND Counterinsurgency Study
11) identically for all possible integration limits. We now claim that this identity is possible only if the integrands themselves are balanced, namely if ∂H ∂G =P− . 11) under a single integral and then arriving at a combined integrand whose integral must vanish no matter what limits of integration are used. Clearly, if the integrand is continuous and does not vanish at some point in the domain of integration it will also not vanish at any point in a small interval containing that point (by continuity).
Except for the case in which the body is the whole real line, this situation is likely to arise at some points and at some instants. Collecting the results of the measuring devices, at each instant of time t we certainly obtain a ﬁeld, namely a function of x deﬁned over the current conﬁguration, that is, the open interval χ(κ0 (B), t) of RS . This open interval, however, is a function of time. 29). Our immediate interest is in establishing a precise connection between the Lagrangian and Eulerian versions of the ﬁeld associated with the same physical variable.
The drug concentration at the ends of the spine segment is artiﬁcially maintained at the value c for all subsequent times. If, in the absence of any production, T is the time elapsed until the difference between the concentration at the midpoint of the spine and c reaches one-half of its initial value, calculate the longitudinal diffusion coefﬁcient D of the drug through the spinal meninges. For a rough order of magnitude, assume L = 10 mm and T = 3 hours. 3, where v is the velocity of the pollutant relative to the underlying substrate.