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On the joint eigenvalue distribution for the matrix ensembles with non zero mean

✍ Scribed by Nazakat Ullah

Book ID
112910451
Publisher
Springer-Verlag
Year
1980
Tongue
English
Weight
274 KB
Volume
15
Category
Article
ISSN
0304-4289

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A joint estimator for the eigenvalues of the reproduction mean matrix of a nonsingular, positively regular, supercritical, multitype Galton-Watson process is proposed. The estimator is based exclusively upon the vectors of the numbers of elements of each type in the successive generations. Condition

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This paper presents a convergence theory for non-linear eigenvalue methods. The basic idea of these methods, which have been described by the author in an earlier paper, 1 is to apply an eigen-solver in conjunction with a zero-ΓΏnding technique for solving the non-linear eigenvalue problems. The main