  We propose a scale invariant model of dynamical electroweak symmetry breaking
via top condensation within the minimal top condensate see-saw model. The
classical scale invariance is realized nonlinearly by introducing conformal
compensator scalar field, the dilaton, which plays crucial role in successful
predictions for the Higgs boson. The dilaton mass and its mixing with the
composite Higgs boson appears only at 2-loop level, both being proportional to
the hierarchy between the electroweak and compositeness scales, $\propto
v/\Lambda$. The mass scales in our model are generated via the mechanism of
dimensional transmutation and the hierarchy $v/\Lambda \ll 1$ is radiatively
stable, thus resolving the fine-tuning problem of the standard top condensate
models.
