 
Summary: International Publications (USA)
PanAmerican Mathematical Journal
Volume 17(2007), Number 2, 81104
SelfAdjoint Matrix Equations on Time Scales
Douglas R. Anderson
Concordia College
Department of Mathematics and Computer Science
Moorhead, Minnesota 56562 U.S.A.
andersod@cord.edu
Bobbi Buchholz
University of NebraskaLincoln
Department of Mathematics
Lincoln, Nebraska 68588 U.S.A.
sbbuchho1@math.unl.edu
Communicated by Allan C. Peterson
(Received February 2007; Accepted March 2007)
Abstract
In this study, linear secondorder deltanabla matrix equations on time
scales are shown to be formally selfadjoint equations with respect to a
certain inner product and the associated selfadjoint boundary conditions.
