Ulrich Spörlein e61ffaea2a Fix bug in jn(3) and jnf(3) that led to -inf results ... Explanation by Steve: jn[f](n,x) for certain ranges of x uses downward recursion to compute the value of the function. The recursion sequence that is generated is proportional to the actual desired value, so a normalization step is taken. This normalization is j0[f](x) divided by the zeroth sequence member. As Bruce notes, near the zeros of j0[f](x) the computed value can have giga-ULP inaccuracy. I found for the 1st zero of j0f(x) only the leading decimal digit is correct. The solution to the issue is fairly straight forward. The zeros of j0(x) and j1(x) never coincide, so as j0(x) approaches a zero, the normalization constant switches to j1[f](x) divided by the 2nd sequence member. The expectation is that j1[f](x) is a more accurately computed value. PR: bin/144306 Submitted by: Steven G. Kargl <kargl@troutmask.apl.washington.edu> Reviewed by: bde MFC after: 7 days		2010-11-13 10:54:10 +00:00
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amd64	Use __FBSDID() instead of RCSID() in most .S files under lib/msun/i386,	2010-10-01 20:14:36 +00:00
arm
bsdsrc
i387	Use __FBSDID() instead of RCSID() in most .S files under lib/msun/i386,	2010-10-01 20:14:36 +00:00
ia64
ld80
ld128
man	Fix typos, spelling, formatting and mdoc mistakes found by Nobuyuki while	2010-08-16 15:18:30 +00:00
mips
powerpc
sparc64
src	Fix bug in jn(3) and jnf(3) that led to -inf results	2010-11-13 10:54:10 +00:00
Makefile	This is exactly the same as the .else, so remove it.	2010-09-13 04:23:23 +00:00
Symbol.map	Introduce __isnanf() as an alias for isnanf(), and make the isnan()	2010-06-12 17:32:05 +00:00