Mathematics – Rings and Algebras
Scientific paper
2011-08-24
Mathematics
Rings and Algebras
Proceedings of the second symposium on Mathematics and Applications, Faculty of Mathematics, Belgrade, 27-28.05.2011
Scientific paper
In this article we consider a consistent matrix equation $AXB = C$ when a particular solution $X_{0}$ is given and we represent a new form of the general solution which contains both reproductive and non-reproductive solutions (it depends on the form of particular solution $X_{0}$). We also analyse the solutions of some matrix systems using the concept of reproductivity and we give a new form of the condition for the consistency of the matrix equation $AXB=C$.
Malesevic Branko
Radicic Biljana
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