The scalar correlator Pi(q(2)) = i integral d(4)xe(iq . x) [00] (with J = t
heta(mu)((d) over bar gamma(mu)u)) is studied using a class of finite energ
y sum rules shown recently to be very well satisfied in the vector isovecto
r channel. The values of the a(0) scaler decay constants extracted in this
analysis, which describe the couplings of the a(0)(980) and a(0)(1450) to t
he current J, are shown to be comparable, strongly disfavoring any scenario
in which the a(0)(980) is interpreted as a loosely bound K (K) over bar mo
lecule and the a(0)(1450) is assigned to the same flavor multiplet as the K
-0*(1430). The a(0) decay constants are also compared to the analogous deca
y constant describing the coupling of the K-0*(1430) to the divergence of t
he strange vector current, J(s) = theta(mu)((s) over bar gamma(mu)u) (which
may be obtained from experimental K-e3 and K-pi phase shift data) and impl
ications of the relative magnitudes far the interpretation of the nature of
the a(0) states discussed. (C) 1999 Published by Elsevier Science B.V. All
rights reserved.