A Continuous Realization Process For Linear Algebra Problems Moody T. Chu  Home/Search
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Abstract: Many mathematical problems, such as existence questions, are studied by using an appropriate realization process, either iteratively or continuously. In this article differential equation techniques are used as a special continuous realization process for linear algebra problems. The matrix differential equations are cast in fairly general frameworks of which special cases have been found to be closely related to important numerical algorithms. The main thrust is to study the dynamics of... (Update)
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BibTeX entry: (Update)
@misc{ process-matrix,
author = "Continuous Realization Process",
title = "Matrix Differential Equations:",
url = "citeseer.ist.psu.edu/758588.html" }
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