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have shown that the frequencies below 1 KHz provide the bulk of recognizability and intelligibility, whereas the higher frequencies provide richness, articulation, and natural sound to the transmitted signal. The human voice comprises a remarkably rich mix of frequencies, and this richness comes at a considerable price. In order for telephone networks to transmit voice s entire spectrum of frequencies, significant network bandwidth must be made available to every ongoing conversation. A substantial price tag is attached to bandwidth, however; it is a finite commodity within the network, and the more of it that is consumed, the more it costs.

For von Clausewitz, then, imagination is an erratic goddess that a strategist tries to avoid. Look for what s similar, not for what s new, as Simon, Klein, and Hogarth describe.

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range of values employed in analog systems Although digital systems are as susceptible to noise impairment as their analog counterparts, the discrete nature of their binary signaling makes it relatively easy to separate the noise from the transmitted signal In digital carrier systems, only three valid signal values are used: one positive, one negative, and zero Anything else is construed to be noise It is therefore a trivial exercise for digital repeaters to discern what is desirable and what is not, thus eliminating the problem of cumulative noise The role of the regenerator, as shown is Figure 3-71, is to receive a weak, noisy digital signal, remove the noise, reconstruct the original signal, and amplify it before transmitting the signal onto the next segment of the transmission facility For this reason, repeaters are also called regenerators, because that is precisely the function they perform.

The main feature of Flash of Genius: SAT Vocab is the study mode, where users interact with flashcards On the front of the flashcard (see Figure 7-1) is a vocabulary word If a user knows the definition of the word, I want that user to tap the checkmark Otherwise, the user should tap the question mark to see the back of the card On the back of the flashcard (see Figure 7-2) are the definition, the part of speech, the roots of the word if they are helpful, and a sample sentence Users who flip over the card and discover that the definition they had in mind was correct should tap the checkmark Users who didn t know the definition, or thought they did but in fact had it wrong, should tap the X button.

One observation: it is estimated that as much as 60 percent of the cost of building a transmission facility lies in the regenerator sections of the span For this reason, optical networking, discussed a bit later, has various benefits, not the least of which is the capability to reduce the number of regenerators required on long transmission spans In a typical network, these regenerators must be placed approximately every 6,000 feet along a span, which means that a considerable expense is involved when providing regeneration along a long-haul network Digital signals, often called square waves, comprise a rich mixture of signal frequencies Not to bring too much physics into the discussion, we must at least mention the Fourier series, which describes the makeup of a digital signal The Fourier series is a mathematical representation of the behavior of waveforms Among other things, it notes the following fact.

We also find expert intuition in research on the science of science that is, how scientists make discoveries. For our purpose, a scientist might be closer to von Clausewitz s general on a campaign and our own business strategist than to Klein s firefighters, nurses, and soldiers in battle. Klein s subjects must make decisions in a matter of moments. In science, in military strategy, and in business, decisions usually take more time. The study of the use of intuition in science began in the early part of the twentieth century. Some scholars argued that science depended more on intuition than on logic. They included Henri

If we start with a fundamental signal, such as that shown in Figure 3-72, and mathematically add to it its odd harmonics (a harmonic is defined as a wave with a frequency that is a whole-number multiple of another wave), we see a rather remarkable thing happening The waveform gets steeper on the sides and flatter on top As we add more and more of the odd harmonics (which, after all, are infinite), the wave begins to look like the typical square wave Now, of course, there is no such thing as a true square wave For our purposes, though, we ll accept the fact..

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