Abstract
The finite and the limiting behavior of the power of a real nonsymmetric matrix with distinct eigenvalues is analyzed through its spectral deeomposition. Analytical results for ali special cases of practical interest are obtained, and numerical examples are provided. The re- sults are valid ako for nonsymmetric matrices vrith repeated cigenvalues provided that a set of linearly independent eigenvectors exists.
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Schedule a callMore From: Communications, Faculty Of Science, University of Ankara Series A1Mathematics and Statistics
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