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Linked universes allow a designer to build one master universe called the kernel that then is used to build a subsequent universe called a derived universe. Companies generally use linked universes in one of several ways: A central universe designer builds a reference universe that contains common dimension classes that then get linked to other universes. In the derived universes, a second designer can add universe-specific tables. For example, in Figure 15-1, the tables and corresponding classes and objects for Time, Products, and Customers exist in the kernel universe. The designer for the Sales universe links to the kernel to use these common classes and objects. The Sales designer hides classes that sales users do not need (Accounts, Employees) and adds new tables to the derived universe (SALES_FACT). This approach can drastically reduce implementation and maintenance efforts, while ensuring a consistent universe interface across multiple universes. A central universe designer maintains one kernel universe that contains all the star schemas in the data warehouse; business unit designers then create smaller derived universes that are focused on their individual user group (Figure 15-2). The business unit designer may hide many classes.

their view of reality. Should this occur, the developer can say, What if your assumption isn t the only way to perceive the situation

return 0; } //-----------------------------------------------------------

(9.7)

Each network architecture has its own protocol stack, made up of different protocols that in many cases are performing equivalent functions to those in the OSI model. The functionality of most stacks is represented in the OSI Reference Model. Despite the wide variety of protocols, however, some basic functions performed by protocols are common to all. These perform the real work in a network architecture and often are the points where failure occurs. Thus, they are the points of interest for performance monitoring. Protocol analysis is used to examine the protocol information that performs these functions. Functions that are of particular interest in performing protocol analysis include:

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Once the values were determined, the developers used another process. Setting the values in place, they had to determine where along the wave the sample fell. They created a value system to show the 256 levels by using the table shown in Table 26-2 . First, the digital PCM signal is representative of both positive and negative values. To reflect where along the wave the sample fell, the 8th bit in each sample is used as a sign (+/-) value. The other seven bits therefore represent the actual sample value. There are 128 points on the positive side of the wave and 128 points on the negative side of the wave. In this table, we look at the major stepping points. Two different formats are shown in the table, the PCM used in North America (and Japan) is Mu-Law, whereas the rest of the world uses an A-Law method. These are different as shown. Table 26-2: Summary of values for PCM in Mu-Law and A-Law formats Coded Numerical Value Bit Number Mu-Law 12345678 +127 + 96 + 64 10000000 10011111 10111111 A-Law 12345678 11111111 11100000 11000000 Comments The left-most bit (bit number 1) is transmitted first. It is the most significant bit. This bit is used as the sign bit; it is a 1 for positive values,

13. A thermometer will show you the progress of the import as it reads data from the old repository and copies it to the XI CMS. Once the wizard has completed the import, it displays a status of any warnings or errors. Warnings are informational; errors mean the item could not be imported. To investigate a warning, highlight the item from the list and click View Detail Log. In the following example, there is a warning for the group Finance:

will cause p1 to have the value 1,996, assuming that it previously was 2,000. Here is why: Each time that a pointer is incremented, it will point to the memory location of the next element of its base type. Each time it is decremented, it will point to the location of the previous element of its base type. In the case of character pointers, an increment or decrement will appear as "normal" arithmetic because characters are one byte long. However, every other type of pointer will increase or decrease by the length of its base type. You are not limited to only increment and decrement operations. You can also add or subtract integers to or from pointers. The expression

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