log1pq man page on HP-UX

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log1p(3M)							     log1p(3M)

NAME
       log1p(),	 log1pf(), log1pl(), log1pw(), log1pq() - natural logarithm of
       one-plus-argument functions

SYNOPSIS
   HP Integrity Server Only
DESCRIPTION
       The function computes the logarithmic function but may be more accurate
       for very small values of x.

       The  and	 functions are useful to guarantee that financial calculations
       of are accurate when x is very small, namely:

       The preceding example would be applicable when calculating small	 daily
       interest rates.	See also and

   Integrity Server Only
       is a version of it takes a argument and returns a result.

       is a version of it takes a argument and returns a result.

       is an version of it takes an argument and returns an result.

       is equivalent to on HP-UX systems.

USAGE
       To  use these functions, compile either with the default option or with
       the and options.

       To use (for Integrity servers) or compile also with the option.

       Make sure your program includes and link in the math library by	speci‐
       fying on the compiler or linker command line.

       For more information, see the at the following site:

RETURN VALUE
       If x is +INFINITY, returns +INFINITY.

       If x = -1.0, returns (equal to −INFINITY) and raises the divide-by-zero
       exception.

       If x < -1.0, returns NaN and raises the invalid exception.

       If x is NaN, returns NaN.

       When it raises no other exception, whether raises the inexact exception
       is unspecified.

ERRORS
       If x < -1.0, sets to

   Integrity Server Only
       HP-UX  functions	 on Integrity servers do not set by default.  For set‐
       ting, compile with the option.

SEE ALSO
       annuity(3M), compound(3M), expm1(3M), log(3M), math(5).

STANDARDS CONFORMANCE
       : XPG4.2, ANSI C, ISO/IEC C99 (including Annex F, ``IEC 60559 floating-
       point arithmetic'')

       :  ISO/IEC  C99	(including  Annex F, ``IEC 60559 floating-point arith‐
       metic'')

								     log1p(3M)
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