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signal to correct the IQ imbalance in the system (typically introduced by the RF LO generation circuitry). In this implementation, the output of the envelope detector is fed to the input of one of the receive signal path ADCs and passed on to the digital PHY section for predistorting the transmit digital data. These calibrations can be performed at system startup and periodically thereafter as required. Calibrating of the IQ imbalance in the digital domain by utilizing predistortion is a very powerful technique for calibrating any reasonable amount of transmit quadrature imbalance (although certain limitations should be considered in the design of the calibration circuitry and the dynamic range of the ADCs and DACs). Once the transmitter quadrature errors are corrected for, the signal is looped back as shown in Figure 5.9. The looped-back signal is down converted through the receiver quadrature down converters, passed through the baseband receive analog circuitry, and then sampled by the ADCs. The signal is then analyzed in the digital domain, and the proper postdistortion IQ calibration coefficients are calculated and applied to the received signals during normal operation. Figure 5.10 displays the constellation diagram of a received (non-OFDM) QPSK signal before and after the quadrature correction is applied to the receiver. Note that no frequency locking has been applied to the demodulated signal (hence the circular constellation pattern). For a perfect quadrature, a perfect circle centered at coordinates (0,0) should be observed. As can be seen in this figure, in the presence of quadrature imbalances, the constellation diagram has an oval shape and is not centered at (0,0).

Java RMI, DCOM and CORBA have all been around for some time and represent the most popular distributed, object-oriented middleware which can be used to rapidly develop distributed client/ server applications. Although they differ in their speci c implementations and features [15], they all share the following features: An interface is needed for invoking a remote object or a component. The complexity of low-level communications is hidden from the users by automatically generating a client-side stub and a server-side skeleton via the interface de nition.

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This chapter presented the basic architecture of the UTRAN, and introduced the main network elements. User traf c entering the UTRAN passes from Node B to the RNC. Node B is responsible for the lower-layer radio transmission. The RNC is the main control node in the UTRAN. It is involved in radio resource control, QoS, security and mobility. The control protocols utilized in the UTRAN are UMTS-speci c. The lower protocol (sub)layers offer their services to the upper layer in the form of channels which come with a diverse set of layerspeci c attributes. This way the treatment of data can be adjusted exibly.

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where (n) is the normalization factor of user n and E 0,X is the average channel 0 energy of user n with X multipaths. Detailed expressions for these terms are as 2 shown in (3.40) and (3.41), respectively. a is the power of the interference resulting from one of the active spreading codes from the interfering users on one pulse and 2 2 is given by (3.59). The term due to noise is rec = n Nc E . There is also a gain in SINR of a factor of N T N R from the SISO case to the MIMO case.

that pictured squashed up hyperspheres and hyper-doughnuts, superstring theory called for a more unusual configuration. The correct way to compactify the extra six dimensions of ten-dimensional superstring theory, the researchers found, is into pretzellike shapes called Calabi-Yau spaces. Named after University of Pennsylvania mathematician Eugenio Calabi and Harvard mathematician ShingTung Yau, tens of thousands of varieties of such shapes exist. Each is twisted into its own distinct form, like the gnarly Joshua trees of California. The specific topology of a given Calabi-Yau shape especially its number of holes govern the symmetries and other properties of the physical model it represents. With five viable superstring theories, each containing hundreds of gauge fields and tens of thousands of ways these models could be compactified, superstring theorists reveled in a bounty of mathematical riches. They hoped that soon scientific constraints would whittle these choices down to the one Theory of Everything. When, by the late 1980s, none of the models could be eliminated, the wealth of possibilities became a major embarrassment. Nature needed a single theory to describe it, not a plethora of indistinguishable options. Moreover, no experimental results supported any of the theories not even supersymmetry in general. Many predicted particles simply couldn t be detected. Skeptics such as Glashow stepped up their criticisms, urging the theoretical community to refrain from placing all its eggs in one Calabi-Yau-shaped basket. At a conference on unification he read a poem that ended with these lines:

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