Hello,

meep-mpi used to compile on 10.5, but after I switched to 10.6, I have
the following error (compiling meep still works) :

ctl-io.cpp:1202:58: attention : deprecated conversion from string
constant to 'char*' [-Wwrite-strings]
  CXXLD  meep_mpi
Undefined symbols:
  "___ieee_divdc3", referenced from:
      meep::continuous_src_time::dipole(double) const in
libmeep_mpi.a(sources.o)
      meep::gaussian_src_time::dipole(double) const in
libmeep_mpi.a(sources.o)
      meep::polarization::analytic_chi1(meep::component, double,
meep::vec const&) const in libmeep_mpi.a(polarization.o)
      meep::polarization::analytic_chi1(meep::component, double,
meep::vec const&) const in libmeep_mpi.a(polarization.o)
      meep::polarization::analytic_chi1(meep::component, double,
meep::vec const&) const in libmeep_mpi.a(polarization.o)
      meep::polarization::analytic_chi1(meep::component, double,
meep::vec const&) const in libmeep_mpi.a(polarization.o)
      meep::polarization::analytic_chi1(meep::component, double,
meep::vec const&) const in libmeep_mpi.a(polarization.o)
      meep::polarization::analytic_chi1(meep::component, double,
meep::vec const&) const in libmeep_mpi.a(polarization.o)
      meep::polarization::analytic_chi1(meep::component, double,
meep::vec const&) const in libmeep_mpi.a(polarization.o)
      meep::polarization::analytic_chi1(meep::component, double,
meep::vec const&) const in libmeep_mpi.a(polarization.o)
      meep::fields::loop_in_chunks(void (*)(meep::fields_chunk*, int,
meep::component, meep::ivec, meep::ivec, meep::vec, meep::vec,
meep::vec, meep::vec, double, double, meep::ivec, std::complex<double>,
meep::symmetry const&, int, void*), void*, meep::volume const&,
meep::component, bool, bool) in libmeep_mpi.a(loop_in_chunks.o)
ld: symbol(s) not found
collect2: ld a retourn'e 1 code d''etat d'ex'ecution


fink --version
Package manager version: 0.32.3
Distribution version: selfupdate-rsync Mon Mar 26 09:44:17 2012, 10.6,
x86_64
Trees: local/main stable/main unstable/main
Mac OS X 10.6.8
XCode 3.2.6


Any clue ?
Thank you,

Alexandre


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