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Mean reversion suggests that the stock market run of the late 1990s could not be sustained indefinitely, and that much lower or negative returns were on the horizon to bring stock prices back into line with their long-term trend. When stock prices are at relatively low levels as measured by priceto-sales, price-to-book value, or price-to-earnings ratios, the probability of a very good stock return has the market screaming buy, and we buy. Conversely, when price-to-book values and price-to-earnings ratios approach levels of irrational exuberance, we sell overvalued stocks, flee to the sidelines, and invest in bonds or money markets. For instance, during the late 1990s the prices of technology stocks were at levels far higher than their operating profits could ever support. The downside risk of tech stocks appeared to be significantly higher than the upside potential. Consequently, we reduced our exposure to the equity market. Likewise, at the end of 2002, with the economy slowing and prices of many goods falling, a major concern among investors is the prospect of deflation. The 10-year U.S. Treasury rate was 3.82 percent near a 40-year low, and not a great time to buy long-term bonds. Because of the historically low yields, we were light in the bond market. Be prepared to take on additional risks to earn increased returns, but first make sure that the odds are in your favor. This is part of the asset allocation decision that we discuss in Principle 8.

Saturable Core Modeling It would be dif cult to accurately model power circuits without the ability to model magnetics. This section details the SPICE 2 and SPICE 3 methods that are used to simulate various types of magnetic cores including molypermalloy powder (MPP) and ferrite. The presented techniques can be extended to many other types of cores, such as tape wound, amorphous metal, etc.

When we transport multiple STS-1s in an STS-N frame, we assume that they may arrive from different sources. As a result, each frame is inserted into the STS-N frame with its own unique set of overhead. When we create a concatenated frame, though, the data that will occupy the combined bandwidth of the frame derives from the same source if we pack a 100 Mbps Fast Ethernet signal into a 155.53 Mbps STS-3c frame, there s only one signal to pack. It s pretty obvious, then, that we don t need three sets of overhead to guide a single frame through the maze of the network. For example, each frame has a set of bytes that keep track of the payload within the synchronous payload envelope. Since we only have one payload, therefore, we can eliminate two of them. And the Path Overhead that is unique to the payload can similarly be reduced, since there is a column of it for each of the three formerly individual frames. In the case of the pointer that tracks the floating payload,

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According to finance theory, this is the short story on efficient capital markets (ECM). The stock market is brutally efficient; current stock prices reflect all publicly available information; and stock prices react completely, correctly, and almost instantaneously to incorporate the receipt of new information. Sound realistic If the stock market is efficient, it would be useless to analyze patterns of past stock prices and trading volume to forecast future prices which are what market technicians do in technical analysis. It also would be useless to analyze the economy, industries, and companies, and to study financial statements in an effort to find stocks that are

+ 4 1

the first pointer continues to perform that function; the others are changed to a fixed binary value that is known to receiving devices as a concatenation indication. The details of these bytes will be covered later in the overhead section.

Let s now go back to our Australian road train example. This time he is carrying individual cans of Fosters Beer. From what I remember about the last time I was dragged into an Aussie pub (and it isn t much), the driver could probably transport about six cans of Fosters per 50-foot trailer. So now we have a technique for carrying payloads smaller than the fundamental 50-foot payload size. This analogy works well for understanding SONET s ability to transport payloads that require less bandwidth than 51.84 Mbps, such as T1 or traditional 10 Mbps Ethernet. When a SONET frame is modified for the transport of subrate payloads, it is said to carry virtual tributaries. Simply put, the payload envelope is chopped into smaller pieces that can then be individually used for the transport of multiple lower-bandwidth signals.

The completed forward converter shows how the reluctance derived transformer is integrated into the circuit.