A Note on the Perron Value of Brualdi-Li Matrices
Journal Title: JOURNAL OF ADVANCES IN MATHEMATICS - Year 2016, Vol 12, Issue 6
Abstract
Let $B_{2n}$ denote the Brualdi-Li matrix, and let $\rho_{2n}=\rho(B_{2n})$ denote the  Perron value of the  Brualdi-Li matrix of order $2n$. We prove that is  monotonically decreasing for all
Authors and Affiliations
Xiaogen Chen
Positive Position Feedback Controllers for Reduction the Vibration of a Nonlinear Spring Pendulum
In this paper, the two positive position feedback controllers (PPF) are proposed to reduce the longitudinal and angular vibrations of the nonlinear spring pendulum system which simulated the ship roll motion. This descri...
New modifications of Newton-type methods with eighthorder convergence for solving nonlinear equations
The aims of this paper are, firstly, to define a new family of the Thukral and Petkovic type methods for finding zeros of nonlinear equations and secondly, to introduce new formulas for approximating the order of co...
Short Communication A note on "The Ideal Generated by Codense Sets and the Banach Localization Property"
In this note we show by producing counter examples that some results which appeared in the articles by Jankovic and Hamlett [3] are incorrect.
FORCED OSCILLATION FOR A CLASS OF FRACTIONAL PARABOLIC PARTIAL DIFFERENTIAL EQUATIONS
We investigate the oscillation of class of time fractional partial dierential equationof the formfor (x; t) 2 R+ = G; R+ = [0;1); where is a bounded domain in RN with a piecewisesmooth boundary @ ; 2 (0; 1) is a constan...
Regional Boundary Strategic Sensors Characterizations
This paper, deals with the linear infinite dimensional distributed parameter systems in a Hilbert space where the dynamics of system is governed by strongly continuous semi-groups. More precisely, for parabolic distribut...