  The purpose of this paper is to derive sharp asymptotics of the ground state
energy for the heavy atoms and molecules in the relativistic settings, with the
self-generated magnetic field, and, in particular, to derive relativistic Scott
correction term and also Dirac, Schwinger and relativistic correction terms.
Also we will prove that Thomas-Fermi density approximates the actual density of
the ground state, which opens the way to estimate the excessive negative and
positive charges and the ionization energy.
