  The problem of calculation of correlation functions in the six-vertex model
with domain wall boundary conditions is addressed by considering a particular
nonlocal correlation function, called row configuration probability. This
correlation function can be used as building block for computing various (both
local and nonlocal) correlation functions in the model. The row configuration
probability is calculated using the quantum inverse scattering method; the
final result is given in terms of a multiple integral. The connection with the
emptiness formation probability, another nonlocal correlation function which
was computed elsewhere using similar methods, is also discussed.
