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The equations above show that the method of physical generation of the negative phase appears to be more dif cult to implement than the method of automatic zero-crossings in terms of waveguide length control. However, in the method of automatic zero-crossings, the positions of the apertures have to be carefully adjusted. Since the initial positions of apertures are randomly chosen, this is not expected to generate additional dif culties since the result is another random number after adjustment. In 3-D, the disadvantage is that it may be more dif cult to achieve large d. The big advantage is that there are technologies for diffractive optical element design with many apertures, which can also be used for phased array devices for DWDM. In our simulations, it was observed that d of the order of 5 is suf cient to achieve satisfactory resolution. This can be achieved in a number of ways. One possible method is by using a setup as in Figure 19.16, together with the method of virtual holography discussed in Section 16.2. In order to achieve large d, the array can be manufactured, say, ve times larger than normal, and arranged tilted as shown in Figure 19.16(b) so that Li shown in the gure is large. Then, the array (now called the real array) has the necessary phase modulation, and is imaged to the virtual array as shown in Figure 19.17, following the method of virtual holography. If M is the demagni cation used in the lateral direction, the demagni cation in the z-direction is M 2 . As a result, the tilt at the virtual array in the z-direction can be neglected. The virtual array has the necessary size and phase modulation in order to operate as desired to focus different wavelengths at different positions as discussed above.

Proof. Because of Lemma 5.4, it is enough to prove that P(Uu k) is bounded by the expression in brackets on the right-hand side of (5.7). We have P(Uu k) P( X(2k 1) Because of Rolle s theorem, {Uu k} {Nu (X; I ) 2k 1}. Applying Lemma 5.2 to the function X( ) u and replacing k in its statement by 2k 1, we obtain {Uu k, X(2k 1)

stock tickers, stock names, number of shares held for each stock. Please include the amount of cash and cash equivalents. 3. Professional biographies Provide bios for all rm members who have responsibilities for this product. This includes portfolio managers, analysts, traders, strategists, marketers, and client service professionals. Separately, please include the names of any professionals who worked on this product but left the rm within the past three years. 4. Marketing presentation Please include a copy of your off-the-shelf marketing presentation. 5. Form ADV If you are an investment advisory rm registered in the United States, provide a copy of the latest Form ADV submitted to the SEC. Contact Information: Frank J. Travers, CFA, is leading this search, so please address all responses to him and contact him directly if you have any questions. Information will be accepted via e-mail, which is preferred, or standard mail at the following addresses (faxed information will not be accepted): E-mail: Address: scvsearch@temlf.com 111 Bridge Street, 1st Floor New York, NY 10022

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As an operator of a network, it is important to keep track of the current con gurations on each of your network devices. If a failure occurs, it is essential that you understand the way the device was con gured when it was last working. It is also essential, should a network device completely fail, that you know the physical and logical con guration of the device when it was last working. Given how many network failures can be attributed to errors in a con guration le, it is vital that if changes are made to the con guration of a network device, a record is kept of those changes and who made those changes.

Each country typically speci es a different method for projecting longitude and latitude onto a at map. In large countries the method of projection for regional maps, such as state maps, generally depend on the region s location. The most common method for projection is the Universal Transverse Mercator projection (UTM), or something similar. One thing to keep in mind is that all projections necessarily distort the true three-dimensional surface of the ellipsoid when mapping onto a at plane. Thus, the actual map that is rendered to the user is merely a convenient interface, and it is in no way fundamental to the way GPS-GIS integrated systems work or think . On the contrary, GPS-GIS integrated systems can use the tools described above to represent the spatial relationship between objects and the user in a truly three-dimensional way. 3.3. Converting Latitude and Longitude to UTM