174,357 research outputs found
The Perron Problem for C-Semigroups
No full text<p>Characterizations of Perron-type for the exponential stability of exponentially bounded C-semigroups are given. Also, some applications for the asymptotic behavior of the integrated semigroups are obtained.</p></p
VI. Psychologie clinique : Par C. Engels, R. Perron, N. Rausch De Traubenberg, L. Thomas
No full textEngels Claude, Perron R., Rausch de Traubenberg N., Thomas L. VI. Psychologie clinique : Par C. Engels, R. Perron, N. Rausch De Traubenberg, L. Thomas. In: L'année psychologique. 1957 vol. 57, n°1. pp. 246-259
VI. Psychologie clinique : Par C. Engels, R. Perron, N. Rausch De Traubenberg, L. Thomas
No full textEngels Claude, Perron R., Rausch de Traubenberg N., Thomas L. VI. Psychologie clinique : Par C. Engels, R. Perron, N. Rausch De Traubenberg, L. Thomas. In: L'année psychologique. 1957 vol. 57, n°1. pp. 246-259
IX. — Psychologie pathologique : Par C. Engels, G. Lelord, R. Perron, H. Piéron, N. Rausch De Traubenberg
No full textEngels Claude, Lelord G., Perron R., Rausch de Traubenberg N., Piéron Henri. IX. — Psychologie pathologique : Par C. Engels, G. Lelord, R. Perron, H. Piéron, N. Rausch De Traubenberg. In: L'année psychologique. 1959 vol. 59, n°1. pp. 281-290
Perron complement and Perron root
No full textFor a nonnegative irreducible matrix A, this paper is concerned with the estimation and determination of the unique Perron root or spectral radius of A. We present a new method that utilizes the relation between Perron roots of the nonnegative matrix and its (generalized) Perron complement. Several numerical examples are given to show that our method is effective, at least, for some classes of nonnegative matrices. (C) 2002 Elsevier Science Inc. All rights reserved
Exposition des reliefs de M. C. Perron
No full textExposition des reliefs de M. C. Perron. In: Le Globe. Revue genevoise de géographie, tome 39, 1900. pp. 115-116
Exposition des reliefs de M. C. Perron
No full textExposition des reliefs de M. C. Perron. In: Le Globe. Revue genevoise de géographie, tome 39, 1900. pp. 115-116
La bibliothèque cartographique de M. Elisée Reclus, M. C.
No full textPerron Charles. La bibliothèque cartographique de M. Elisée Reclus, M. C.. In: Le Globe. Revue genevoise de géographie, tome 30, 1891. pp. 162-163
The s-Perron, sap-Perron and ap-McShane integrals
No full textsummary:In this paper, we study the s-Perron, sap-Perron and ap-McShane integrals. In particular, we show that the s-Perron integral is equivalent to the McShane integral and that the sap-Perron integral is equivalent to the ap-McShane integral
Localization of Perron roots
No full textThis paper is concerned with the localization of the Perron root of a nonnegative irreducible matrix A. A new localization method that utilizes the relationship between the Perron root of a nonnegative matrix and the estimates of the row sums of its generalized Perron complement is presented. The method is efficient because it gives the bounds on p (A) only by computing the estimates of the row sums of the generalized Perron complement rather than the generalized Perron complement itself. Several numerical examples are given to illustrate the effectiveness of our method. (C) 2004 Elsevier Inc. All rights reserved
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