A drop-down list of parent folders. You can select any of the parent folders in the in Java

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Part II
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0 is the access code for an outside line from behind a PABX. (9 is the access code for an outside line from behind a PBX in the United States.) 09 indicates that the call is international. (The international access code for calls originating in the United States is 011.) 1 is the country code for the United States. (27 is the country code for South Africa.) 360 indicates the area code, or NPA. Speci cally, 360 is the geographic area of western Washington surrounding the Greater Seattle metropolitan area. Note: 360 is in Local Access and Transport Area (LATA) 674. (11 indicates a speci c area in Johannesburg, Guateng Province, and is akin to an area code.) 428 is the Central Of ce (CO) pre x, which indicates a speci c Mount Vernon COE of Verizon, the ILEC. These three digits are associated with an exchange that resides in a wire center, which may house several such exchanges. The exchange also is a rate center, meaning that it is identi ed by V&H (Vertical and Horizontal) coordinates that are used to calculate the distance between that rate center and another so that rates involving distance-sensitive call rating algorithms can be calculated correctly. (The dialing pattern is similar in South Africa from this point, as local telephone numbers are seven digits.) 5747 is the line number, which indicates the port and circuit ID, which is associated with a local loop, which in turn is associated with terminal equipment at the physical address of The Context Corporation.
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The floating-point division (/=) and integer division (\=) assignment operators divide the value of an expression by the value of a variable and assign the result to that same variable. The usage is FloatingPointVariable /= Expression integralVariabe \= Expression The same rules that you learned earlier in the chapter regarding floating-point and integral division apply. Here is a summary of examples using the division assignment operators: Dim intX as integer = 5 Dim intY as integer = 25 intY /= intX ' Returns 5 Dim dblX as Double = 234.6 Dim dblY as Double = 23.928 dblX /= dblY ' Returns 9.80441323971916 Dim intX as Integer = 200 Dim dblY as Double = 5.34 intX \= dblY ' Returns 40
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Solaris and Windows systems use incompatible technologies for sharing files across systems. Solaris uses NFS, of course. Windows systems (both NT/2000 and 95/98/ME) use the Server Message Block (SMB) protocol. To circumvent this incompatibility, you can install NFS on your Windows clients or you can install SMB on your Solaris servers. There probably aren t many platforms in existence on which you cannot run NFS. PC-NFS may have come and gone, but other products are available and more than fill the void:
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The Request message format is as follows: 1. Request line (start line): Method SP Request-URI SP SIP-Version CRLF 2. Header lines: header-name: header-value CRLF 3. Empty line ending with CRLF: CRLF 4. Message body lines: message-body The Method parameter indicates the type and function of the request and can have the six values shown in Table 21.3-1. The Request-URI is a URI (more on it below) that indicates the desired destination of the request. The Response message format is as follows: 1. Status line (start line): SIP-version SP Status-Code SP Reason-Phrase CRLF 2. Header lines: header-name: header-value CRLF 3. Blank line with CRLF: CRLF 4. Message body lines: message-body The Status-Code is a number that denotes the result of processing a request, and the Reason-Phrase is a textual description of that result. Examples of Status Code and Reason Phrase values are shown in Table 21.3-2.
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14. Create another Fit Spline using the same technique as in Step 8. Exit the sketch. 15. Drag the Rollback bar down one feature so that it is below the Loft. Notice that the Loft feature has failed. If you hold the cursor over the feature icon, the tooltip confirms this by displaying the message, The Loft Feature Failed to Complete. 16. Edit the Loft feature. Expand the Centerline Parameters panel if it is not already expanded, and delete the Spiral from the selection box. In its place, select the Spiral Fit Spline.
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Ozgur et al. 2007 A. Ozgur, O. Leveque, and D. N. C. Tse, Hierarchical cooperation achieves optimal capacity scaling in ad hoc networks , IEEE Trans. Inform. Theory, 53, 3549 3572 (2007). Paetzold 2002 M. Paetzold, Mobile Fading Channels: Modelling, Analysis, & Simulation, Wiley (2002); 2nd edition to appear (2010). Pajusco 1998 P. Pajusco, Experimental characterization of D.O.A at the base station in rural and urban area , Proceedings of the IEEE VTC 98 , pp. 993 998 (1998). Papoulis 1985 A. Papoulis, Predictable processes and Wold s decomposition: A review , IEEE Trans. Acoustics, Speech, Signal Process. ASSP , 33, 933 (1985). Papoulis 1991 A. Papoulis, Probability, Random Variables, and Stochastic Processes, 3rd edition, McGraw-Hill, New York (1991). Parry 2002 R. Parry, CDMA 2000, 1xEV , IEEE Potentials, October/November, 10 13 (2002). Parsons 1992 J. D. Parsons, The Mobile Radio Channel , Wiley, New York (1992). Parsons et al. 1991 J. D. Parsons, D. A. Demery, and A. M. D. Turkmani, Sounding techniques for wideband mobile radio channels: A review , Proc. Inst. Elect.Eng. I , 138, 437 446 (1991). Paulraj and Papadias 1997 A. J. Paulraj and C. B. Papadias, Space-time processing for wireless transmissions, , IEEE Pers. Commun., 14(5), 49 83 (1997). Paulraj et al. 2003 A. Paulraj, D. Gore, and R. Nabar, Multiple Antenna Systems, Cambridge University Press (2003). Pawula et al. 1982 R. F. Pawula, S. O. Rice, and J. H. Roberts, Distribution of the phase angle between two vectors perturbed by Gaussian noise , IEEE Trans. Commun., 30, 1828 1841 (1982). Pedersen et al. 1997 K. Pedersen, P. E. Mogensen, and B. Fleury, Power azimuth spectrum in outdoor environments , IEEE Electronics Lett., 33, 1583 1584 (1997). Pedersen et al. 1998 G. F. Pedersen, J. O. Nielsen, K. Olensen, and I. Z. Kov cs, Measured Variation in Perfora mance of Handheld Antennas for a Large Number of Test Persons, COST259 TD(98)025 (1998). Peel 2003 C. B. Peel, On dirty-paper coding , IEEE Signal Process. Mag., 20(3), 112 113 (2003). Perahia and Stacey 2008 E. Perahia and R. Stacey, Next Generation Wireless LANs: Throughput, Robustness, and Reliability in 802.11n, Cambridge University Press (2008). Perkins 2001 C. E. Perkins, Ad Hoc Networking, Addison-Wesley (2001). Perkins and Royer 1999 C. E. Perkins and E. M. Royer, Ad hoc on-demand distance vector routing , Proceedings of 2nd IEEE Workshop on Mobile Computing Systems and Applications, New Orleans, LA, February 1999, pp. 90 100 (1999). Peterson and Davie 2003 L. L. Peterson and B. S. Davie, Computer Networks: A Systems Approach, 3rd edition, Academic Press (2003). Petrus et al. 2002 P. Petrus, J. H. Reed, and T. S. Rappaport, Geometrical-based statistical macrocell channel model for mobile environments , IEEE Trans. Commun., 50, 495 (2002). van der Plassche 2003 R. van der Plassche, Cmos Integrated Analog-To-Digital and Digital-To-Analog Converters, 2nd edition, Kluwer (2003). Plenge 1997 C. Plenge, Leistungsbewertung offentlicher DECT-Systeme , Dissertation, RWTH Aachen (1997) [in German]. Polydoros and Weber 1984 A. Polydoros and C. L. Weber, A uni ed approach to serial search spread-spectrum code acquisition-part 1: General theory , IEEE Trans. Commun., 32, 542 549; Part II: Matched lter receiver , IEEE Trans. Commun., 32, 550 560 (1984). Poor 2001 H. V. Poor, Turbo multiuser detection: A primer , J. Commun. Networks, 3, 196 201 (2001). Poor 2004 H. V. Poor, Iterative multiuser detection , IEEE Signal Process. Mag., 21, 81 88 (2004). Pozar 2000 D. M. Pozar, Microwave and RF Design of Wireless Systems, Wiley, New York (2000). Proakis 1968 J. G. Proakis, On the probability of error for multichannel reception of binary signals , IEEE Trans. Commun., 16, 68 71 (1968). Proakis 1991 J. G. Proakis, Adaptive equalization for TDMA digital mobile radio , IEEE Trans. Veh. Technol ., 40, 333 341 (1991). Proakis 2005 J. G. Proakis and M. Salehi, Digital Communications, 5th edition, McGraw Hill, New York (2005). Qiu 2002 R. C. Qiu, A study of the ultra-wideband wireless propagation channel and optimum UWB receiver design , IEEE J. Sel. Area. Commun., 20, 1628 1637 (2002).
14.5 QUARTER WAVELENGTH OF MICRO STRIP LINE 14.5.1 A Runner Is a Part in RF Circuitry A runner between parts in a circuitry can be a copper line with gold plating on the PCB or a gold line segment on an IC chip. Very often, the circuit designer just ignores its existence, only focusing on the lump parts, such as the inductor, capacitor, resistor, transistor, and so on. Very often, the test results of performance are quite far from agreement with the simulation results of performance. This may be partially due to the inaccuracies of the lump parts applied in the simulation, but also partially due to the disregarding of the existence of runners. In the RF frequency range, a runner is a part just like other lump parts. Sometimes it may even be more important than a lump part. All the runners in the circuitry must be taken care of in a good simulation. Otherwise, a considerable discrepancy between simulation and testing is inevitable, and sometimes this can put a circuit block out of work. Essentially, a runner is a micro strip line in the RF frequency range. Its existence is the equivalent of an additional impedance existing between the two parts connected by the runner. Based on transmission line theory, the impedance of a micro strip line can be depicted as Figure 14.19 and can be expressed as Z P = Zo where ZP = impedance at point P, looking into load with a distance l, Zo = characteristic impedance of the micro strip line, ZL = load impedance of the micro strip line, l = length of the micro strip line, t = transmission coef cient. ZL cosh t l + Zo sinh t l , Zo cosh t l + ZL sinh t l (14.12)
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Figure 9.3 The outcomes of rolling one die.
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Figure 5.8.23 Schematic representation of the -NEXAFS and XPS beamline. Taken from Ade et al.106 Reproduced by permission of Elsevier
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