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Jordan Normal and Rational Normal Form Algorithms Bernard Paris, Morgan Vaughan Institute Fourier CNRS-UMR 5582 100 rue DES Math University de Grenoble I 38402 St Martin d H res C ex R sum In this
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Jordan normal and rational refers to a mathematical concept in linear algebra that involves an eigenvalue decomposition of a square matrix. It is used to analyze the underlying structure and behavior of linear systems.
Jordan normal and rational is a mathematical concept and does not require any filing. However, it is commonly taught and used in various fields of mathematics and engineering.
Jordan normal and rational are mathematical concepts that are determined by performing calculations and computations using linear algebra techniques. It does not involve a specific form or document to be filled out.
The purpose of jordan normal and rational is to understand the behavior and properties of linear systems through eigenvalue decomposition. It helps in solving various problems related to linear algebra, differential equations, and system analysis.
Jordan normal and rational do not involve reporting specific information. It is a concept used within mathematical calculations and analysis.
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