DOIAbstract
AbstractWe study certain sequences involving sums of powers of positive integers and in connection with this, we give examples to show that power majorization does not imply majorization
AbstractWe study certain sequences involving sums of powers of positive integers and in connection with this, we give examples to show that power majorization does not imply majorization
We show some majorization inequalities and apply them to derive norm, eigenvalue, singular value, an...
A relation of weak majorization for n-dimensional real vectors is established, the result is then u...
In the work of Bor 2008 , we have proved a result dealing with |N, p n , θ n | k summability factors...
We study certain sequences involving sums of powers of positive integers and in connection\ud with t...
Abstract. The fundamental Theorem on Means suggests many new ele-mentary inequalities, yet it offers...
We improve a result of Bennett concerning certain sequences involving sums of powers\ud of positive ...
By using methods on the theory of majorization, the inequalities between the sum of power and the e...
Although they play a fundamental role in nearly all branches of mathematics, inequalities are usuall...
AbstractA classical result concerning majorization is: given two nonnegative integer sequences a and...
This thesis is an exposition on some attributes of the sums of powers of the first n positive intege...
When is the average of sums of powers of integers itself a sum of the first n integers raised to a p...
Inequalities have been a major mathematical research area. They have various applications in pure an...
AbstractWe present applications of matrix methods to the analytic theory of polynomials. We first sh...
AbstractWe show some majorization inequalities and apply them to derive norm, eigenvalue, singular v...
Abstract We give two extensions of the classical formula for sums of powers on arithmetic progressio...
We show some majorization inequalities and apply them to derive norm, eigenvalue, singular value, an...
A relation of weak majorization for n-dimensional real vectors is established, the result is then u...
In the work of Bor 2008 , we have proved a result dealing with |N, p n , θ n | k summability factors...
We study certain sequences involving sums of powers of positive integers and in connection\ud with t...
Abstract. The fundamental Theorem on Means suggests many new ele-mentary inequalities, yet it offers...
We improve a result of Bennett concerning certain sequences involving sums of powers\ud of positive ...
By using methods on the theory of majorization, the inequalities between the sum of power and the e...
Although they play a fundamental role in nearly all branches of mathematics, inequalities are usuall...
AbstractA classical result concerning majorization is: given two nonnegative integer sequences a and...
This thesis is an exposition on some attributes of the sums of powers of the first n positive intege...
When is the average of sums of powers of integers itself a sum of the first n integers raised to a p...
Inequalities have been a major mathematical research area. They have various applications in pure an...
AbstractWe present applications of matrix methods to the analytic theory of polynomials. We first sh...
AbstractWe show some majorization inequalities and apply them to derive norm, eigenvalue, singular v...
Abstract We give two extensions of the classical formula for sums of powers on arithmetic progressio...
We show some majorization inequalities and apply them to derive norm, eigenvalue, singular value, an...
A relation of weak majorization for n-dimensional real vectors is established, the result is then u...
In the work of Bor 2008 , we have proved a result dealing with |N, p n , θ n | k summability factors...
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