* attempted to run pre-compiled binaries, but they expect non existent shared libraries in /usr/lib.
Running make gives the following error: g_band.c:44: error: static declaration of 'g' follows non-static declaration inc/extvab.h:20: error: previous declaration of 'g' was here g_band.c:44: error: static declaration of 'h' follows non-static declaration inc/extvab.h:20: error: previous declaration of 'h' was here make: *** [g_band.o] Error 1
Googling this problem reveals that one way to fix this problem is take the static definition off of g_band.c:44. http://email@example.com/msg00746.html
cp g_band.c g_band_orig.c
Changed line 44 to now read:
//static int g, h, m; /* g = G, h = H, m = g+h */ int g, h; /* g = G, h = H, m = g+h */ static int m;
Now build finishes fine other than the following warning:
make: warning: Clock skew detected. Your build may be incomplete.
For installation I made the directory
and symlinked the executables and scripts into that directory.
Add the following to your path:
set the following environmental variable:
Make sure that your LD_LIBRARY_PATH and LD_RUN_PATH variables do NOT point to our /campusdata/BME235/lib directory. For some reason this seems to get in the way of some of the standard libraries used by the 4.1 compiler. Since this program was compiled against 4.1 this environmental variable needs to stay default. * I think the system has a default LD_LIBRARY_PATH variable that works fine, so an unset is not appropriate in this case without re-setting the default minus our /campusdata/BME235/lib/../lib64 path.
I am currently doing an assembly on one of the test datasets provided on the euler home page. To see this dataset and the script used to run it go to:
Once I can get this one test dataset working I won't bother with the other they provided, and move on to testing on Pog. My main goals in running the program on this test data are to eliminate as many confounding variables in getting proper execution, and also to explore and better understand the format that euler expects. Here is what I have discovered about Euler's required data format so far: