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The distinction between floating-point numbers and scientific representation is these days one of implementation versus expression. On older hardware there was a speed advantage to using fixed-point numbers indeed, integers could be pressed into duty as fixed-point reals when floatingpoint support was not available. So it made a difference whether or not a number was expressed in fixed-point or scientific form. These days floating-point calculations are intrinsic to the CPU and there is no significant speed advantage to making fixed-point calculations with integers. As a result, even fixed-point numbers are now internally stored as (binary) floating-point values. There is still an advantage to writing in fixed-point notation for human consumption. We would rarely choose to write 15,000 as 1.5e4 or 15e3, even if they are more natural floating-point representations. Floating-point numbers are used to store what in mathematical terms are called real numbers, the set of all possible values. The accuracy of floating-point numbers is limited, so they cannot represent all real numbers. However, they are capable of a wider range of values than integers, both in terms of accuracy and in terms of scale. The preceding example of 1e100 is mathematically an integer, but it is one that Perl s internal integer representation is unable to handle, since one hundred consecutive zeros is considerably beyond the maximum value of 4,294,967,295 that integers can

birt data matrix

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manage on most platforms For a floating-point number however it is trivial, since an exponent of 100 coupled to a mantissa of 1 represents the value perfectly The standard C library of the underlying platform on which Perl is running determines the range of floating-point numbers On most platforms floating-point numbers are handled and stored as doubles, double accuracy 8-byte (64-bit) values, though the actual calculations performed by the hardware may use more bits Of these 64 bits, 11 are reserved for the exponent, which can range from 2 to the power of 1024 to +1024, which equates to a range of around 10 to the power of 308 to +308 The remaining 53 are assigned to the mantissa, so floating-point numbers can represent values up to 53 binary places long That equates to 15 or 16 decimal places, depending on the exact value.

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However, just because a value is within the range of floating numbers does not mean that it can represent them accurately Unforeseen complications can arise when using floating-point numbers to perform calculations While Perl understands and displays floating-point numbers in decimal format, it stores them internally in binary format Fractional numbers expressed in one base cannot always be accurately expressed in another, even if their representation seems very simple This can lead to slight differences between the answer that Perl calculates and the one we might expect To give an example, consider the floating-point number 09 This is easy to express in decimal, but in binary this works out to 011100110110110110110110110110110110110110 that is, a recurring number But floating-point numbers may only hold a finite number of binary digits; we cannot accurately represent this number in the mantissa alone As it happens, 0.

birt data matrix

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Figure 36-7. The Runtime Spy in Action We will use the Activated Plug-ins view and sort by Startup time. If the Activated Plug-ins view displays Plug-in monitoring is not enabled, it means either that you are missing the .options file in the Eclipse folder or that you forgot the -debug switch. Any plug-in name with an asterisk next to it loads during startup. In Figure 36-7, I see that org.eclipse.team.cvs.core loads at startup, but I don t use that feature, so I will disable it in the Capabilities window (see Setting Eclipse Preferences above). Examine the other items that appear here. Disable any plug-in that you don t use, and try to reduce the number of plug-ins that run on startup. Plug-ins use resources and should not be activated until you need them; activating them only when you need them will help speed up your instance of Eclipse (see Setting Eclipse Preferences). For more detail on the Runtime Spy, please refer to the reference section at the end of the article.

Note By issuing the commands apachectl start, apachectl stop, or apachectl restart in the Windows shell (Run cmd) or the Unix shell, we can start, stop, or restart Apache. Of course, you can also click the Apache Monitor icon in the system tray and select Apache2 Stop or Apache2 Restart.

9 can be accurately represented as 9e-1: a mantissa of 9 with an exponent of -1, but this is not true for every floating-point number Consequently, calculations involving floating-point values, and especially comparisons to integers and other floating-point numbers, do not always behave as we expect..

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