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Application Descriptors The only problem with using a manifest to describe the MIDlets in the suite is that the manifest must be extracted from the JAR file. In other words, this process involves downloading the JAR file to the device, which is a potentially expensive (and lengthy) proposition if you are performing this task via a public wireless data network. Imagine downloading a MIDlet suite only to discover that it requires a higher version of the MIDP and will not even install on your device. To avoid these problems, the MIDP specification defines an optional application descriptor. An application descriptor is a text file that is similar to a manifest, except that it is not packaged in the JAR file. Like the manifest, it consists of a series of attributes that describe a MIDlet suite. The possible attributes are listed in Table 6.2 some of which are shared with the manifest. Of the shared attributes, the MIDlet-Name, MIDlet-Version, andMIDlet-Vendor attributes must have identical values in both the manifest and the application descriptor. If any other shared attributes are different, the ones in the descriptor override those in the manifest. Here is a sample manifest for the same set of arcade games:



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Properties props = new Properties(); String mailhost = "mail.mydomain.com"; props.put("mail.host", mailhost); props.put("mail.store.protocol", "pop3"); props.put("mail.smtp.host", mailhost); Session mail_session = Session.getDefaultInstance(props);

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Controlling a company s investment in inventory requires a considerable knowledge of the ordering, receiving, storage, picking, production, and shipping processes. This chapter focuses on specific best practices within all of these areas that a controller can use to improve internal inventory-related systems. Please note that one should not use this chapter as a resource for making wholesale changes throughout a company; on the contrary, inventory levels are affected by interlocking systems, so each change must be planned in anticipation of what it will do to other parts of the company, such as machine utilization and customer service levels.





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yield-seeking investors, yet had a low-enough rating that institutional investors weren t interested, either. The solution: a CDO, which is structured just like an RMBS, but instead of owning actual loans, it owns tranches of other asset-backed securities like RMBSs. As Table 12.2 shows, there are many different types of CDOs, just as there are many different types of asset-backed securities, because Wall Street securitizes many different types of debt: not just mortgages, but also credit card debt, student loans, auto loans, corporate debt, commercial real estate, and so forth. Our analysis of MBIA will focus on CDOs that are comprised of tranches from RMBSs. Figure 12.4 shows what a typical mezzanine CDO looks like, comprised nearly entirely of BBB-rated tranches (a CDO comprised mostly of A-rated tranches is known as a high-grade CDO that name will go down in the oxymoron hall of fame). Note that the CDO is comprised of low-rated tranches, yet the rating agencies were willing to give as much as 95 percent of a typical CDO an AAA rating (we re not making this up). Voil ! Nearly all of a collection of low-rated, barely investment-grade tranches from RMBS pools were turned into an AAA-rated product that could easily be sold.

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7 (11,12) P&L=99 SIZE=-1 P&L/SIZE=99 EQ=125 COST=26 8 (12,13) P&L=1624 SIZE=1 P&L/SIZE=1624 EQ=1650 COST=26 9 (13,14) P&L=1724 SIZE=-1 P&L/SIZE=1724 EQ=1750 COST=26 10 (14,17) P&L=2124 SIZE=1 P&L/SIZE=2124 EQ=2150 COST=26 11 (17,18) P&L=1099 SIZE=-1 P&L/SIZE=1099 EQ=1125 COST=26 12 (18,19) P&L=1648 SIZE=2 P&L/SIZE=824 EQ=1700 COST=52 STATISTICS OF TRADES Total P&L = 21786 Total P&L/unit = 20962 Gross profit = 21786 Gross profit/unit = 20962 Gross loss = 0 Gross loss/unit = 0 Total number of trades = 13 Number of winning trades = 13 Number of losing trades = 0 Average profit = 1675.84615 Average profit/unit = 1612.46154 Average loss = 0 Average loss/unit = 0 Largest winning trade = 3199 Largest winning trade/unit = 3199 Largest losing trade = 0 Largest losing trade/unit = 0 Max number of consecutive wins = 13 Max number of consecutive losses = 0 Maximum consecutive profit = 21786 Maximum consecutive profit/unit = 20962 Maximum consecutive loss = 0 Maximum consecutive loss/unit = 0 PL distribution 0 (0, 1000] 2 1 (1000, 2000] 7 2 (2000, 3000] 2 3 (3000, 4000] 2 PL/unit distribution 0 (0, 500] 1 1 (500, 1000] 2 2 (1000, 1500] 3 3 (1500, 2000] 3 4 (2000, 2500] 2 5 (2500, 3000] 0 6 (3000, 3500] 2 Maximum account value = 41486

for which p 0 and q 9 0, so that we have a center. A second critical point is at ( 9, 0). The transformation is y1 This gives the transformed system y1 y2 Its linearization is y1 y2 for which q 10. The system is 9 y2 9y1 with matrix 0 [ 9 1 0 ] y2 ( 9 y1)( y1). 9 y1, y2 y2.

Choose HTML Document, and you get a dialog box with options for creating a new HTML-formatted document. This option automatically places the HTML tags you need to begin building a page. This is the best option if you re starting a document from scratch.

a traveling wave decaying with x. Here u is the unit step function (the Heaviside function). 8. From W F(s)e (x/c) s and the convolution theorem we have w

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