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
On Suprememum of a set in A Dedikind Complete Topological Space
The supremum for a set in a multi-dimensional, Dedikind complete topological space is defined. The example is given to illustrate that the condition of Dedilind complete is necessary for the existence of supremum.
On the bounds of the expected nearest neighbor distance
In this paper, we give some contributions for special distributions having unbounded support for which we derive upper and lower bounds on the expected nearest neighbor distance of the extreme value (Gu...
Spectacular Exponents: A semi modular Approach to Fast Exponentiation
This paper introduces a computational scheme for calculating the exponential bw where b and w are positive integers. This two-step method is based on elementary number theory that is used routinely in this and simil...
Aanalytical Solution for Motion Around Radiated Varying Mass Body
In this work we will add the radiation pressure effect of varying mass body to the model of varying mass Hamiltonian function, including Periastron effect. The problem was formulated in terms of Delaunay variables. The s...
On the Navier-Stokes problem
One of the millennium problems is discussed. The results of the author’s solution to this problem are explained. The problem discussed is the Navier-Stokes problem in the whole space.