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Another interesting feature of this derivation is that even though we have not adopted the rotating-wave approximation, there are no counterrotating terms in (9.56). This absence of counterrotating terms is a consequence of a n 2(k) and i32(k,k') vanishing in the high-Q approximation. It guarantees that the master equation derived from (9.56) is of the Lindblad form [411], as (6.68), derived in 6.

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Sommerfeld pointed out that for wave motion in an infinite medium, the usual boundary conditions at the finite surfaces involved in the problem are not enough to determine the solution uniquely. He was then led to propose restrictions on the behavior of the wave at infinity to guarantee a unique solution. These restrictions, known as Sommeifeld's radiation condition, amount to an asymptotic boundary condition at infinity. Sommerfeld's argument (see Sec. 28 of [571]) is this: Consider a spherical cavity of radius R and a scalar field ' whose boundary condition is that it vanishes on the surface of the sphere. Then for spherically symmetric radial oscillations, the eigenfunctions ' n of the Helmholtz equation (9.58)

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Like Boston, San Francisco suffers from high cost of living and labor costs In addition, water and power shortages plague the area One of the most obvious differences between San Francisco and the cities along the East Coast that host biotech companies is that there are virtually no major pharmaceutical headquarters in the Bay area This may be due to the dis tance from biotech centers in Europe, or simply that the liberal California environment doesn t appeal to the conservative corporate types San Francisco also enjoys support for biotech research from the state government For example, in a move that resembles the formation of Re search Triangle in North Carolina, the state of California committed $100 million toward the building of the California Institute for Quantitative Biomedical Research or QB3.

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For a review of the foundations of macroscopic electrodynamics, see Robinson's book [525] and van Kranendonk and Sipe's review paper [615]. The

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The institute, which is intended to foster col laboration between academics and industry, will be staffed primarily by scientists from UC Berkley, UC Santa Cruz, and UC San Francisco Infrastructure In each of the six core infrastructure areas information technology, legal-regulatory, intellectual property, labor, education, and public attitude the United States scores either fair or good, as sum marized in Figure 73 In the area of information technology, the United States has a good rating because of the abundant networked computa tional power available, ongoing research into supercomputers, grid com puters, and other systems that have applicability in biotech The downturn in the dot-com economy following the peak in 2000 also resulted in an overabundance of highly skilled computer professionals, many of whom, as mentioned previously, turned to biotech computing for a new career.

statistical ensemble approach to the derivation of the macroscopic Maxwell equations is exemplified by de Groot and Vlieger's paper [148]. See also [539]. For a review on the Huttner-Barnett theory, see [33]. By treating the cavity walls from first principles as a collection of atoms in the vacuum, Saito and Hyuga derived the dynamic Casimir effect (see 4) without having to deal with time-dependent boundary conditions [531]. Another first-principles approach to reflecting walls is Cook and Milonni's derivation of modified spontaneous emission (see 6), Rabi oscillations, and the Ewald-Oseen extinction theorem [121]. It is possible to cancel dispersion using nonlocal quantum effects, see [324, 578,579].

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