The theory for the inclusion of configuration interaction shifts, widths an
d intensity redistribution effects on relativistic transition arrays is pre
sented. These effects become important when the electrostatic interaction i
s strong enough, in particular for Delta n = 0 transitions. Analytic expres
sions for the corrected array moments are obtained for both UTAs and STAs,
bypassing the impractical need for matrix diagonalizations. Comparison of t
he theoretical results with detailed calculations and with experiments are
presented. (C) 2000 Elsevier Science Ltd. All rights reserved.