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In such an operation timing error only accumulates inside a character Suppose the receiving device is 5% slower or faster than the transmitting device Only 40% (5 8) timing error accumulates, well inside of the 50% maximum Remember that the sampling takes place at mid-bit position of 50% of its timing interval Minimum lengths of stop elements vary, depending on the convention used on a particular network In the commercial world, the stop element can be one or two unit intervals (bits) duration With some older systems, the stop element was 142 unit intervals duration In military operation the stop element is 15 unit intervals long The start space is always 1 unit interval duration As we are aware, a primary objective in the design of data systems is to minimize errors in a received bit stream or to minimize the error rate.

Two of the prime causes of errors are noise and improper timing relationships With start stop systems a character begins with a mark-to-space transition at the beginning of the start-space Then 15-unit intervals later, the timing causes the receiving device to sample the rst information element, which is simply a 1 or 0 decision The receiver continues to sample at onebit intervals until the stop mark is received It knows a priori where (when) it should occur In start stop systems the last information bit is the most susceptible to cumulative timing errors Synchronous data transmission is another story altogether It is much more ef cient because it does not have start and stop elements, which are really overhead Synchronous data transmission consists of a continuous serial stream of information elements or bits, as illustrated in Figure 105.

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With start stop systems, timing error could only accumulate inside a character, the eight bits of the example given previously This is not so for synchronous systems Timing error can accumulate for the entire length of a frame or over many frames With start stop systems, the receiving device knows when a character starts by the mark-to-space transition at the start-space In a synchronous transmission system, some marker must be provided to tell the receiver when a frame starts This marker is the unique eld Every data frame starts with a unique eld A generic data frame is shown in Figure 107 View the frame from left to right The rst eld is the unique eld or ag, and it generally consists of the binary sequence 01111110 A frame always starts with this eld and ends with the same eld.

that the model would be underidentified if such constraints were not imposed A typical set of scaling constraints is that all the latent factor variances must be 10 When this scaling constraint is imposed, estimated relations among factors are expressed as factor correlations Alternatively, the researcher can choose to fix one otherwise freely estimated factor loading to a predetermined value (typically 10) for each factor in the model, thus establishing the associated item or measured variable as a reference variable and tying the metric of the latent factor to that variable For the independent clusters model, either of these scaling constraints is sufficient to guarantee that the model is identified (for further discussion, see Steiger, 2002) DATA AND ESTIMATION The estimation process is aimed at generating the best fit to the data given the constraints imposed by the a priori model.

iP(i, 0)

If one frame follows another contiguously, the unique eld ending frame No 1 is the unique eld starting frame No 2, and so forth Once a frame knows where it starts, it will know a priori where the following elds.

(9.29) P (Ei ) (9.30)

. . . . .