  We investigate the temperature- and coupling-dependent transport through
Kondo dot contacts with symmetric superconducting s-wave leads. For finite
temperature T we use a superconducting extension of a selfconsistent auxiliary
boson scheme, termed SNCA, while at T=0 a perturbative renormalization group
treatment is applied. The finite-temperature phase diagram for the 0--pi
transition of the Josephson current in the junction is established and related
to the phase-dependent position of the subgap Kondo resonance with respect to
the Fermi energy. The conductance of the contact is evaluated in the zero-bias
limit. It approaches zero in the low-temperature regime, however, at finite T
its characteristics are changed through the coupling- and temperature-dependent
0--pi transition.
