Abstract
We perform a Bethe–Salpeter equation (BSE) evaluation of composite scalar boson masses in order to verify how these masses can be smaller than the composition scale. The calculation is developed with a constituent self-energy dependent on its mass anomalous dimension ([Formula: see text]), and we obtain a relation showing how the scalar mass decreases as [Formula: see text] is increased. We also discuss how fermionic corrections to the BSE kernel shall decrease the scalar mass, whose effect can be as important as the one of a large [Formula: see text]. An estimate of the top quark loop effect that must appear in the BSE calculation gives a lower bound on the composite scalar mass.
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