Add to ORKGWe 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 use elementary arguments to prove results on the order of magnitude of certain sums concerning th...
AbstractLet {a1,a2,a3,…} be an unbounded sequence of positive integers with an+1/an approaching α as...
We present a new method to study analytic inequalities. As for its applications, we prove the well-k...
summary:Let $p\in (0,1)$ be a real number and let $n\ge 2$ be an even integer. We determine the larg...
By applying the concept of a $beta$- power increasing sequence, the author presents a generalization...
In [8], Bor has obtained a main theorem dealing with Riesz summability factors of infinite series an...
AbstractIn this article we discuss how close different powers of integers can be to each other. In a...
Let be an increasing nonconstant sequence of positive real numbers. Under certain conditions on thi...
This paper studies the limit behaviour of sums of the form Tn(x)=∑1≤j≤nckj(x),(n=1,2,…)where (cj(x))...
We improve some inequalities involving the symmetric means. We also prove some mixed-mean inequalit...
T. Kaluza has given a criterion for the signs of the power series of a function that is the reciproc...
In this paper, we have proved two main theorems under more weaker conditions dealing with absolute w...
In the present paper, a general theorem on ${mid{bar{N},p_n;delta}mid}_k$ summability factors of in...
http://www.math.missouri.edu/~bbanks/papers/index.htmlIn this note, we study those positive integers...
AbstractLet n≥2 be an integer. Let A be a subset of [0,n] with 0,n∈A. Assume the greatest common div...
We use elementary arguments to prove results on the order of magnitude of certain sums concerning th...
AbstractLet {a1,a2,a3,…} be an unbounded sequence of positive integers with an+1/an approaching α as...
We present a new method to study analytic inequalities. As for its applications, we prove the well-k...
summary:Let $p\in (0,1)$ be a real number and let $n\ge 2$ be an even integer. We determine the larg...
By applying the concept of a $beta$- power increasing sequence, the author presents a generalization...
In [8], Bor has obtained a main theorem dealing with Riesz summability factors of infinite series an...
AbstractIn this article we discuss how close different powers of integers can be to each other. In a...
Let be an increasing nonconstant sequence of positive real numbers. Under certain conditions on thi...
This paper studies the limit behaviour of sums of the form Tn(x)=∑1≤j≤nckj(x),(n=1,2,…)where (cj(x))...
We improve some inequalities involving the symmetric means. We also prove some mixed-mean inequalit...
T. Kaluza has given a criterion for the signs of the power series of a function that is the reciproc...
In this paper, we have proved two main theorems under more weaker conditions dealing with absolute w...
In the present paper, a general theorem on ${mid{bar{N},p_n;delta}mid}_k$ summability factors of in...
http://www.math.missouri.edu/~bbanks/papers/index.htmlIn this note, we study those positive integers...
AbstractLet n≥2 be an integer. Let A be a subset of [0,n] with 0,n∈A. Assume the greatest common div...
We use elementary arguments to prove results on the order of magnitude of certain sums concerning th...
AbstractLet {a1,a2,a3,…} be an unbounded sequence of positive integers with an+1/an approaching α as...
We present a new method to study analytic inequalities. As for its applications, we prove the well-k...