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fegetflushtozero(3m) [hpux man page]

fegetflushtozero(3M)													      fegetflushtozero(3M)

NAME
fegetflushtozero() - get floating-point underflow mode SYNOPSIS
DESCRIPTION
The function retrieves the value representing the current underflow mode, which is either IEEE-754-compliant (gradual) underflow mode or flush-to-zero mode. The default underflow mode is IEEE-754-compliant. Flush-to-zero mode, also known as fast underflow mode, is supported on most PA1.1 systems and on all PA2.0 and Itnaium(R)-based systems. In IEEE-754-compliant mode, underflow cases may be handled by trapping into the kernel, where the IEEE-mandated conversion of the result into a denormalized value or zero is accomplished by software emulation. On PA-RISC systems, flush-to-zero mode allows the substitution of a zero for denormal operands and operation results, without trapping into the kernel. On HP Integrity servers, flush-to-zero mode causes a zero to be substituted for denormal results (but not operands), without trapping into the kernel. Flush-to-zero mode may offer a signifi- cant performance improvement for some applications. USAGE
To use this function, compile either with the default option or with the and options. Make sure your program includes For Integrity servers, specify on the compiler command line or place the call to this function under the effect of an affirmative pragma: If the pragma is placed outside of any top-level declarations in a file, the pragma will apply to all declarations in the compilation fol- lowing the pragma until another pragma is encountered or until the end of the file is reached. If the pragma is placed at the beginning of a block (compound statement), the pragma will apply until another pragma is encountered or until the end of the block is reached. For PA-RISC, you might need to use the compiler option in order to prevent optimizations that can undermine the specified behavior of this function. Link in the math library by specifying on the compiler or linker command line. For more information, see the at the following site: RETURN VALUE
The function returns zero if the current underflow mode is IEEE-754-compliant. The function returns 1 if the current underflow mode is flush-to-zero. On systems that do not support flush-to-zero mode, this function returns an undefined value. ERRORS
No errors are defined. EXAMPLES
Save the current underflow mode, set flush-to-zero mode, and restore the previous mode. AUTHOR
was developed by HP and is not required by any current standard. SEE ALSO
fesetflushtozero(3M), fenv(5). fegetflushtozero(3M)

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fegetround(3M)															    fegetround(3M)

NAME
fegetround() - get floating-point rounding direction mode SYNOPSIS
DESCRIPTION
The function gets the current rounding direction, as specified by the IEEE 754 (IEC 60559) floating-point standard. The default rounding direction mode is round to nearest USAGE
To use this function, compile either with the default option or with the and options. Make sure your program includes For HP Integrity servers, specify on the compiler command line or place the call to this function under the effect of an affirmative pragma: If the pragma is placed outside of any top-level declarations in a file, the pragma will apply to all declarations in the compilation fol- lowing the pragma until another pragma is encountered or until the end of the file is reached. If the pragma is placed at the beginning of a block (compound statement), the pragma will apply until another pragma is encountered or until the end of the block is reached. For PA-RISC, you might need to use the compiler option in order to prevent optimizations that can undermine the specified behavior of this function. Link in the math library by specifying on the compiler or linker command line. For more information, see the at the following site: RETURN VALUE
The function returns the value of the rounding direction macro representing the current rounding direction. The return value will match one of the following macros, which are defined in Round to nearest. If the two nearest representable are equally near, the one with its least significant bit zero is delivered. Round upwards (towards +infinity). Round downwards (towards -infinity). Round toward zero. ERRORS
No errors are defined. EXAMPLES
Save, set, and restore the rounding direction. SEE ALSO
fesetround(3M), fenv(5). STANDARDS CONFORMANCE
: ISO/IEC C99 (including Annex F, ``IEC 60559 floating-point arithmetic'') fegetround(3M)

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