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The latter result can be equally understood in terms of the classical limit of these quantum objects Indeed, by reinjecting into our formulas physical dimensions, we know that the quantity |z|2 = r 2 acquires the dimension of an action and should appear in the formulas divided by the Planck constant Hence, the limit r in our previous expressions can also be considered as the classical limit



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0 Since we have at our disposal the number operator N = a a, which is, up to a constant shift, the quantization of the classical action, and an angle operator, we can examine their commutator and its lower symbol to measure the extent to which we get something close to the expected canonical value, namely, i IH The commutator reads as [Aarg , N ] = i

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Hydrocarbon Man shows little inclination to give up his cars, his suburban home, and what he takes to be not only the conveniences but the essentials of his way of life The people of the developing world give no inclination that they want to deny themselves the bene ts of [a fossil fuel] powered economy, whatever the environmental questions And any notion of scaling back the world consumption of [ fossil fuel] will be in uenced by the extraordinary population growth ahead Daniel Yergin1

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qc q (r) cos q = i C(r, ) ,

[Note that the result based on the union upper bound would simply be the rst term (k = 1) of (8.148).] Using (4.2), (4.9), (4.31), and (4.32), the integral in (8.149) can be evaluated for M = 4 (k = 1, 2, 3) using the MGF-based approach. Using these integral results in (8.148), we obtain the upper bound on average SEP given by Ps (E) 3 + +

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with the same c q (r) as in (1214) At small r, the function C(r, ) oscillates around 0 with amplitude equal to r: C(r, ) W r cos

At large r, the function C(r, ) tends to the Fourier series 2 q=1 cos q , whose convergence has to be understood in the sense of distributions Applying the Poisson summation formula, we get at r (or 0) the expected canonical behavior for (0, 2 ) More precisely, we obtain in this quasi-classical regime the following asymptotic behavior: (r, )|[Aarg , N ]|(r, ) W i + 2 i

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with Desperate Housewives to understand this quick historic evolution The cost and form of energy available determines almost everything an individual or an entire country can accomplish, including where we live and work, how we travel, what we eat, how we entertain ourselves and even how we sleep It s tough to imagine a world without hydrocarbons, but our dependence is a recent condition During the early Industrial Revolution, lamplight was fueled by whale oil and chopped wood provided heat But in 1856 the Polish chemist Ignacy Lukasiewicz developed an easier way of re ning kerosene from petroleum His discovery brought an end to the whaling industry, and ushered in the brighter (literally!) modern era Following major oil discoveries in 1859 and the late nineteenth century re nements in coal-burning power plants, Daniel Yergin s Hydrocarbon Man was born Very few countries are self-suf cient in power, putting energy at the heart of Macro Quantum cross-border discussions It is symbiotically bound with trade, in uencing and being in uenced by international capital ows, as well as in ation and exchange rates Energy affects security not only because it is necessary for economic growth, but also because one form nuclear can be converted to horri c weaponry And of course, it poses huge environmental impacts Our current power paradigm has failed to deal with the challenges of these interlinkages, requiring a major rethinking of energy s uses, sources, and costs

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