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International Publications (USA) PanAmerican Mathematical Journal
 

Summary: International Publications (USA)
PanAmerican Mathematical Journal
Volume 17(2007), Number 2, 81104
Self-Adjoint 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 Nebraska-Lincoln
Department of Mathematics
Lincoln, Nebraska 68588 U.S.A.
s-bbuchho1@math.unl.edu
Communicated by Allan C. Peterson
(Received February 2007; Accepted March 2007)
Abstract
In this study, linear second-order delta-nabla matrix equations on time
scales are shown to be formally self-adjoint equations with respect to a
certain inner product and the associated self-adjoint boundary conditions.

  

Source: Anderson, Douglas R. - Department of Mathematics and Computer Science, Concordia College

 

Collections: Mathematics