In this work we introduce the theory of circulat matrices and present 3 models for you space, being the one of a comutive finite algebra. Beyond this we show a diagonalization for they and calculate the the eigenvalues, eigenvectors and other invariants of circulating matrices. And the use it to calculate the roots of polynomial equations of degree ≤ 4.Coordenação de Aperfeiçoamento de Pessoal de Nível Superior - CAPESNeste trabalho introduzimos a teoria das matrizes circulantes e apresentamos 3 modelos para o seu espaço, sendo um o de uma álgebra comutiva finita. Além disso exibimos uma diagonalização para elas e calculamos os autovalores, autovetores e outros invariantes das matrizes circulantes. Em seguida usamos isso para calcular as ra...
AbstractWe introduce factor circulant matrices: matrices with the structure of circulants, but with ...
Abstract. The eigenvectors and eigenvalues of symmetric block circulant ma-trices had been found, an...
AbstractThe spectral theory for circulants over R or C is discussed, followed by a discussion of inv...
In this work we introduce the theory of circulat matrices and present 3 models for you space, being ...
In this work we discuss the procedures for solving polynomials equations of degree n 4; n 2 N vi...
In this present work, principles and theorems associated to integers are returned, as well as eigen...
In this present work, principles and theorems associated to integers are returned, as well as eigen...
It is well known that (Formula presented.) -circulant matrices with (Formula presented.) can be simu...
It is well known that (Formula presented.) -circulant matrices with (Formula presented.) can be simu...
This thesis is an exposition of the article Polynomial Equations and Circulant Matrices by Dan Kalma...
It is well known that (Formula presented.) -circulant matrices with (Formula presented.) can be simu...
It is well known that -circulant matrices with ≠0 can be simultaneously diagonalized by a transform ...
It is well known that (Formula presented.) -circulant matrices with (Formula presented.) can be simu...
It is well known that -circulant matrices with ≠0 can be simultaneously diagonalized by a transform ...
AbstractWe introduce factor circulant matrices: matrices with the structure of circulants, but with ...
AbstractWe introduce factor circulant matrices: matrices with the structure of circulants, but with ...
Abstract. The eigenvectors and eigenvalues of symmetric block circulant ma-trices had been found, an...
AbstractThe spectral theory for circulants over R or C is discussed, followed by a discussion of inv...
In this work we introduce the theory of circulat matrices and present 3 models for you space, being ...
In this work we discuss the procedures for solving polynomials equations of degree n 4; n 2 N vi...
In this present work, principles and theorems associated to integers are returned, as well as eigen...
In this present work, principles and theorems associated to integers are returned, as well as eigen...
It is well known that (Formula presented.) -circulant matrices with (Formula presented.) can be simu...
It is well known that (Formula presented.) -circulant matrices with (Formula presented.) can be simu...
This thesis is an exposition of the article Polynomial Equations and Circulant Matrices by Dan Kalma...
It is well known that (Formula presented.) -circulant matrices with (Formula presented.) can be simu...
It is well known that -circulant matrices with ≠0 can be simultaneously diagonalized by a transform ...
It is well known that (Formula presented.) -circulant matrices with (Formula presented.) can be simu...
It is well known that -circulant matrices with ≠0 can be simultaneously diagonalized by a transform ...
AbstractWe introduce factor circulant matrices: matrices with the structure of circulants, but with ...
AbstractWe introduce factor circulant matrices: matrices with the structure of circulants, but with ...
Abstract. The eigenvectors and eigenvalues of symmetric block circulant ma-trices had been found, an...
AbstractThe spectral theory for circulants over R or C is discussed, followed by a discussion of inv...