问题
I am having a strange problem.
The math libraries has been added to my makefile.
# include standard C library
LDFLAGS += -lc
# include standard math library
LDFLAGS += -lm
and in the output file (.map) I can see that everything has been linked properly:
LOAD c:/gnu/powerpc-eabi/3pp.ronetix.powerpc-eabi/bin/../lib/gcc/powerpc-eabi/4.3.3/nof\libgcc.a
LOAD c:/gnu/powerpc-eabi/3pp.ronetix.powerpc-eabi/bin/../lib/gcc/powerpc-eabi/4.3.3/../../../../powerpc-eabi/lib/nof\libc.a
LOAD c:/gnu/powerpc-eabi/3pp.ronetix.powerpc-eabi/bin/../lib/gcc/powerpc-eabi/4.3.3/../../../../powerpc-eabi/lib/nof\libm.a
when I do
z = pow((double) 2, (double) 3);
it works fine. But if I test another function like:
double result = asin(x);
I´ll get:
undefined reference to `asin'
collect2: ld returned 1 exit status
How can this be? both pow and asin are available in math.h, see below:
/* Non reentrant ANSI C functions. */
#ifndef _REENT_ONLY
#ifndef __math_6881
extern double acos _PARAMS((double));
extern double asin _PARAMS((double));
extern double atan2 _PARAMS((double, double));
extern double cosh _PARAMS((double));
extern double sinh _PARAMS((double));
extern double exp _PARAMS((double));
extern double ldexp _PARAMS((double, int));
extern double log _PARAMS((double));
extern double log10 _PARAMS((double));
extern double pow _PARAMS((double, double));
extern double sqrt _PARAMS((double));
extern double fmod _PARAMS((double, double));
#endif /* ! defined (__math_68881) */
#endif /* ! defined (_REENT_ONLY) */
how can one work and the other one generate linker issue? If I run -nm on libm.a I´ll get the following result: (sorry for the huge output, I have only copied the sections with the word sin)
lib_a-e_asin.o:
U __adddf3
U __divdf3
U __gtdf2
00000000 T __ieee754_asin
U __ieee754_sqrt
U __muldf3
U __subdf3
U fabs
lib_a-e_j0.o:
U __adddf3
U __divdf3
U __gtdf2
00000470 T __ieee754_j0
U __ieee754_log
U __ieee754_sqrt
000009b8 T __ieee754_y0
U __ltdf2
U __muldf3
U __subdf3
U cos
U fabs
000000b0 r pR2
00000108 r pR3
00000058 r pR5
00000000 r pR8
000000e0 r pS2
00000138 r pS3
00000088 r pS5
00000030 r pS8
00000004 t pzero
00000220 r qR2
00000280 r qR3
000001c0 r qR5
00000160 r qR8
00000250 r qS2
000002b0 r qS3
000001f0 r qS5
00000190 r qS8
00000218 t qzero
U sin
lib_a-e_j1.o:
U __adddf3
U __divdf3
U __gtdf2
00000470 T __ieee754_j1
U __ieee754_log
U __ieee754_sqrt
00000950 T __ieee754_y1
U __muldf3
U __subdf3
U cos
U fabs
00000004 t pone
000000b0 r pr2
00000108 r pr3
00000058 r pr5
00000000 r pr8
000000e0 r ps2
00000138 r ps3
00000088 r ps5
00000030 r ps8
00000218 t qone
00000220 r qr2
00000280 r qr3
000001c0 r qr5
00000160 r qr8
00000250 r qs2
000002b0 r qs3
000001f0 r qs5
00000190 r qs8
U sin
lib_a-e_jn.o:
U __adddf3
U __divdf3
U __floatsidf
U __gedf2
U __gtdf2
U __ieee754_j0
U __ieee754_j1
00000434 T __ieee754_jn
U __ieee754_log
U __ieee754_sqrt
U __ieee754_y0
U __ieee754_y1
00000000 T __ieee754_yn
U __ltdf2
U __muldf3
U __subdf3
U cos
U fabs
U sin
lib_a-e_sinh.o:
U __adddf3
U __divdf3
U __gtdf2
U __ieee754_exp
00000000 T __ieee754_sinh
U __muldf3
U __subdf3
U expm1
U fabs
lib_a-ef_asin.o:
U __addsf3
U __divsf3
U __gtsf2
00000000 T __ieee754_asinf
U __ieee754_sqrtf
U __mulsf3
U __subsf3
U fabsf
lib_a-ef_j0.o:
U __addsf3
U __divsf3
U __gtsf2
0000035c T __ieee754_j0f
U __ieee754_logf
U __ieee754_sqrtf
000006cc T __ieee754_y0f
U __ltsf2
U __mulsf3
U __subsf3
U cosf
U fabsf
00000058 r pR2
00000084 r pR3
0000002c r pR5
00000000 r pR8
00000070 r pS2
0000009c r pS3
00000044 r pS5
00000018 r pS8
00000004 t pzerof
00000110 r qR2
00000140 r qR3
000000e0 r qR5
000000b0 r qR8
00000128 r qS2
00000158 r qS3
000000f8 r qS5
000000c8 r qS8
000001a0 t qzerof
U sinf
lib_a-ef_j1.o:
U __addsf3
U __divsf3
U __gtsf2
0000031c T __ieee754_j1f
U __ieee754_logf
U __ieee754_sqrtf
0000062c T __ieee754_y1f
U __mulsf3
U __subsf3
U cosf
U fabsf
00000004 t ponef
00000058 r pr2
00000084 r pr3
0000002c r pr5
00000000 r pr8
00000070 r ps2
0000009c r ps3
00000044 r ps5
00000018 r ps8
000001a0 t qonef
000000b0 r qr2
000000e0 r qr8
000000c8 r qs2
000000f8 r qs8
U sinf
lib_a-ef_sinh.o:
U __addsf3
U __divsf3
U __gtsf2
U __ieee754_expf
00000000 T __ieee754_sinhf
U __mulsf3
U __subsf3
U expm1f
U fabsf
lib_a-er_lgamma.o:
U __adddf3
U __divdf3
U __eqdf2
U __fixdfsi
U __floatsidf
00000004 T __ieee754_lgamma_r
U __ieee754_log
U __kernel_cos
U __kernel_sin
U __ltdf2
U __muldf3
U __nedf2
U __subdf3
U fabs
U floor
lib_a-erf_lgamma.o:
U __addsf3
U __divsf3
U __eqsf2
U __fixsfsi
U __floatsisf
00000004 T __ieee754_lgammaf_r
U __ieee754_logf
U __kernel_cosf
U __kernel_sinf
U __ltsf2
U __mulsf3
U __nesf2
U __subsf3
U fabsf
U floorf
lib_a-k_sin.o:
U __adddf3
U __fixdfsi
00000000 T __kernel_sin
U __muldf3
U __subdf3
lib_a-kf_sin.o:
U __addsf3
U __fixsfsi
00000000 T __kernel_sinf
U __mulsf3
U __subsf3
lib_a-s_asinh.o:
U __adddf3
U __divdf3
U __gtdf2
U __ieee754_log
U __ieee754_sqrt
U __muldf3
00000000 T asinh
U fabs
U log1p
lib_a-s_cos.o:
U __ieee754_rem_pio2
U __kernel_cos
U __kernel_sin
U __subdf3
00000000 T cos
lib_a-s_isinf.o:
00000000 T isinf
lib_a-s_isinfd.o:
00000000 T __isinfd
lib_a-s_sin.o:
U __ieee754_rem_pio2
U __kernel_cos
U __kernel_sin
U __subdf3
00000000 T sin
lib_a-sf_asinh.o:
U __addsf3
U __divsf3
U __gtsf2
U __ieee754_logf
U __ieee754_sqrtf
U __mulsf3
00000000 T asinhf
U fabsf
U log1pf
lib_a-sf_cos.o:
U __ieee754_rem_pio2f
U __kernel_cosf
U __kernel_sinf
U __subsf3
00000000 T cosf
lib_a-sf_isinf.o:
00000000 T isinff
lib_a-sf_isinff.o:
00000000 T __isinff
lib_a-sf_sin.o:
U __ieee754_rem_pio2f
U __kernel_cosf
U __kernel_sinf
U __subsf3
00000000 T sinf
lib_a-w_asin.o:
U __errno
U __fdlib_version
U __gtdf2
U __ieee754_asin
U __isnand
00000004 T asin
U fabs
U matherr
U nan
lib_a-w_sincos.o:
U cos
U sin
00000000 T sincos
lib_a-w_sinh.o:
U __errno
U __fdlib_version
U __gtdf2
U __ieee754_sinh
U finite
U matherr
00000004 T sinh
lib_a-wf_asin.o:
U __errno
U __extendsfdf2
U __fdlib_version
U __gtsf2
U __ieee754_asinf
U __truncdfsf2
00000004 T asinf
U fabsf
U isnanf
U matherr
U nan
lib_a-wf_sincos.o:
U cosf
00000000 T sincosf
U sinf
lib_a-wf_sinh.o:
U __errno
U __extendsfdf2
U __fdlib_version
U __gtsf2
U __ieee754_sinhf
U __truncdfsf2
U finitef
U matherr
00000004 T sinhf
EDIT1: I tested some more and the problem is as follows (not what I originally stated above):
double aa;
double bb = 1.0;
double cc;
aa = sin(1.0);
cc = sin (bb);
What happens when I try to build is that I get a 'undefined reference' at the last line, meaning that when I use constants it is fine, but when I pass variables to the sin functions it will not link. I also tested many of the other math function and I´ll get the exact same linker issue. As soon as I pass a variable to a math function I can not link any more. any ideas?
回答1:
The linker isn't complaining about pow((double) 2, (double) 3) because the compiler is replacing it with a constant 8.0. You shouldn't depend on this behavior; instead, you should always use the -lm option properly. (BTW, that's more clearly written as pow(2.0, 3.0).
Consider the following program:
#include <stdio.h>
#include <math.h>
int main(void) {
double x = 0.1;
printf("%g\n", pow(2.0, 3.0));
printf("%g\n", asin(x));
return 0;
}
When I compile and link it on my system using
gcc c.c -o c
I get:
/tmp/ccXx8ZRL.o: In function `main':
c.c:(.text+0x36): undefined reference to `asin'
collect2: ld returned 1 exit status
Note that it complains about asin but not about pow.
If I change the pow call to pow(x, 3.0), I get:
/tmp/ccOeSaBK.o: In function `main':
c.c:(.text+0x24): undefined reference to `pow'
c.c:(.text+0x52): undefined reference to `asin'
collect2: ld returned 1 exit status
Normally if you want to call a standard math library function, you need to have #include <math.h> at the top of the source file (I presume you already have that) and you need to pass the -lm option to the compiler after the file that needs it. (The linker keeps track of references that haven't been resolved yet, so it needs to see the object file that refers to asin first, so it can resolve it when it sees the math library.)
The linker isn't complaining about the call to pow(2.0, 3.0) because gcc is clever enough to resolve it to a constant 8.0. There's no call to the pow function in the compiled object file, so the linker doesn't need to resolve it. If I change pow(2.0, 3.0) to pow(x, 3.0), the compiler doesn't know what the result is going to be, so it generates the call.
回答2:
The sequence for -lm -lc -lgcc plays a very important role. Only this sequence works for me.
These commands go to the Linker Options!
回答3:
Are you including <math.h> everywhere?
Notice that the names in the library are prefixed with __ieee754_, but the ones the linker can't find are not.
What happens when you compile this code?
#include <math.h>
int main(void)
{
double d = pow(2, 3);
double e = asin(1.0 / d);
return (int)(e+1);
}
If the file is mathtest.c, then compile with:
gcc -o mathtest mathtest.c -lm
(Given that this fails to compile, what symbols are defined in mathtest.o?)
I added a comment to the main question:
Which platform are you on? Which C compiler are you using? Are you cross-compiling? What is the command line that is executed to do the linking? (I see DOS/Windows C: paths and PowerPC architecture.) Is there any chance you are using for type-generic math?
Looking at the LOAD paths you give, I see:
LOAD c:/gnu/powerpc-eabi/3pp.ronetix.powerpc-eabi/bin/../lib/gcc/powerpc-eabi/4.3.3/../../../../powerpc-eabi/lib/nof\libm.a
Which can, I think, be simplified to:
LOAD c:/gnu/powerpc-eabi/3pp.ronetix.powerpc-eabi/powerpc-eabi/lib/nof\libm.a
One part of that path that intrigues me is the nof part; could that be 'no floating point'? The other part that really intrigues me is the presence of powerpc with the c: prefix; it smacks of cross-compilation for PowerPC on a Windows platform. It is important to be forthright and explicit about such things; we need that sort of information to be able to help you sensibly.
Was this the libm.a library that you tested, or did you experiment with another file?
回答4:
You can use "filename.c -lm" to solve this problem . And please don't forget to use header file math.h
来源：https://stackoverflow.com/questions/6534191/undefined-reference-to-only-some-math-h-functions