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and s(n; m) = [ s1 (n; m) s2 (n; m) s Nt (n; m) ]T consists of symbols transmitted from Nt transmitting antennas on the mth subcarrier on the nth data block; u(n; m) = [ u 1 (n; m) u 2 (n; m) u Nr (n; m) ]T is the additive noise vector. Based on (2.70), a MIMO OFDM system is decomposed into N MIMO systems corresponding to N subcarriers. This allows data detection to be performed on a subcarrier-to-subcarrier basis. When CSI is unknown at the transmitter, optimal (ML) or suboptimal (ZF, MMSE, V-BLAST) receivers developed for the MIMO at fading channel can be used for the model in (2.70). When CSI is known at the transmitter, joint transmitter and receiver eigen-beamforming can be performed at each subcarrier, thus generating NM subchannels. In [19], subchannel grouping and statistical water lling are proposed to achieve the capacity of MIMO-OFDM channels. In [20], differentiated traf c is supported using decoupled MIMO-OFDM channels. 2.11.2 MIMO-SCCP The block diagram of a MIMO-SCCP transmitter and receiver is shown in Figure 2.7. The MIMO-SCCP transmitter operates as follows. At the nth data block, the lth transmitting antenna transmits a block of symbols sl (n) = [sl (n; 0) sl (n; 1) sl (n; N 1)]T , where N is the number of available subcarriers. Before transmission, this block is added with CP of length P. At the receiver, the block received at any receiving antenna is the superimposition of the signals transmitted from all Nt transmitting antennas. The portion associated with CP is removed and the resulting block is passed through the DFT operation, yielding at the kth receiving antenna,

with a pair of public/private keys. Only the private key is secret, whereas the public key is available to anybody, and furthermore it is certi ed as belonging to Bob by the trusted third party. By exercising some cryptographic magic on this public/private key it is possible for Bob and the network to arrive at a shared secret key. A shared secret between Bob and the network is of course exceedingly valuable and must be protected. Therefore, the shared secret is usually used only for authentication and for generating one or more temporary session keys. The temporary keys are then used for encryption and integrity protection. As an aside, the public/private key pair could serve as cornerstone for secure communication in its own right; in this book we concentrate, however, on the shared secret.

SBU stands for Sensitive But Unclassified a fairly low-level data classification rating. See 4 for more information on data classification ratings.

(1.47)

the form of, What would happen if this or that happened The information system uses its stored information, its comparison and calculation capabilities, and a set of programs especially written for this situation to provide management with the consequences of an action under consideration. It works like this: The vice president for human resources of an airline wonders what pilot recruiting levels would be necessary if the company changed its retirement age from 65 to 62 at the same time that the Civil Aeronautics Board (CAB) reduced the maximum number of hours a pilot can fly monthly from 80 to 75. The vice president uses a what-if information system approach to answer her question. The computer indicates that monthly recruiting levels would have to be increased from 110 to 185 pilots to meet these two conditions. She realizes this is not feasible and now asks the system the what-if question with the retirement age changed to 63. The reply is now 142 pilots a month need to be recruited. The vice president feels this is an attainable recruiting target. Some what-if systems print out entire financial statements reflecting the financial consequences of actions that are being contemplated. Exhibit 2.2 depicts a what-if scheme. What-if management information systems combine models (to be discussed later), software, and report-generating capability. The software allows the decision maker to make various inputs to the models

The second method is performed as follows: recrystallized, ovendried diphenylacetic acid is weighed and dissolved in anhydrous tetrahydrofuran in a round-bottom ask containing a stir bar and kept under nitrogen. The amount of diphenylacetic acid used is determined such that less 1 mL of the organometallic solution (based on its estimated concentration) will be required, permitting a 1 mL syringe graduated in hundredths to be used for the titration. The syringe is lled (Section 8.5) with the organometallic solution and it is slowly dropped into the ask. Once the diphenylacetic acid is fully converted to the carboxylate, further addition of organometallic produces the yellow dianion (eq. 3), which indicates the endpoint. Because diphenylacetic acid can be neutralized by hydroxide in the organometallic this process can lead to some error.