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By substituting this solution into (3.140) we finally get (3.144)

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The Least Mean Squares (LMS) algorithm most common technique is the used for continuous adaptation [3,239,242,247,249]. It is based on the steepest-descent method, a well-known optimisation technique that recursively computes and updates the weight vector. The algorithm updates the weights at each iteration by estimating the gradient of the quadratic error surface and then changing the weights in the direction opposite to the gradient by a small amount in an attemptto minimise the Mean Square Error (MSE), seen in Figure 3.18. The as desired response, generated example by inputting the reference sequence the modulator for to is supplied to the algorithm, allowing the estimation error and thus the error surface, to be calculated. The constant that determines the amount by which the weights are adjusted during each iteration is referred to as the step size. When the step size is sufficiently small, the process leads these estimated weightsto the near-optimal weights Figure 3.18, whilst large in step sizes allow faster convergence, but exhibit a larger residual MSE dueto the non-optimal weights [247]. The updated value of the weight vector at time n + l is computed using[3,8,242,246248,2681:

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The cyclic pre x converts a frequency-selective channel into a number of parallel at-fading channels. This is positive in the sense that it gets rid of the ISI that plagues TDMA and CDMA systems. On the downside, an uncoded OFDM system does not show any frequency diversity at all. If a subcarrier is in a fading dip, then error probability on that subcarrier is very high, and dominates the Bit Error Rate (BER) of the total system for high SNRs. Example 19.1 Bit error rate of uncoded orthogonal frequency division multiplexing. Figure 19.5 shows the transfer function and the BER of a Binary-Phase Shift Keying (BPSK) OFDM system for speci c realization of a frequency-selective channel. Obviously, the BER

In this format, id is an optional numeric identifier created by LDAP. The dn entry is the distinguished name. The objectClass variable identifies the record type to be used. The attribute types and values hold descriptive information about the object.

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You also can choose Start Run and enter the name of the registry le to import the le s settings into the registry.

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