AbstractBy (A,B), we denote the set of all sequences ϵ such that Σϵnxn is summable by B whenever Σxn is summable by A, where A and B are some summability methods. In this paper, we established a simple set of necessary and sufficient conditions for summability factor of type ϵ∈(A,B), and also deduced various known and some new results as special cases
AbstractWe prove a conjecture of R. Chapman asserting that, for any prime p≡3(mod4), the determinant...
AbstractThe Apéry polynomials are given byAn(x)=∑k=0n(nk)2(n+kk)2xk(n=0,1,2,…). (Those An=An(1) are ...
AbstractLet n,p and q be odd primes. In this paper, using some arithmetical properties of Lucas numb...
AbstractIn the present paper, we have proved a more general theorem dealing with φ−|C,α,β|k summabil...
In the present paper, a general theorem on ${mid{bar{N},p_n;delta}mid}_k$ summability factors of in...
We show that for many families of OPUC, one has ‖φ'_n‖2/n → l, a condition we call normal behavior. ...
WOS: 000462906300018The aim of this paper is to obtain a new theorem dealing with absolute matrix su...
WOS: 000462906300018The aim of this paper is to obtain a new theorem dealing with absolute matrix su...
AbstractWe present the asymptotic behavior of the coexistence states near the point of bifurcation f...
AbstractWe consider the function f(t) defined byf(t)=tlogt−t+1log2t.Firstly we shall show direct and...
AbstractThe object of this work is to retrieve the convergence of a series from its discrete Mφ summ...
AbstractLet P0 be a stochastic matrix with no eigenvalue other than 1 on the unit circle and let P(ε...
In this paper a theorem on the absolute Nörlund summability factors has been proved under more weake...
Some conversions of the Jensen-Steffensen inequality for convex functions are considered. Applying e...
AbstractThe purpose of the paper is to give some sequences that converge quickly to a generalized Eu...
AbstractWe prove a conjecture of R. Chapman asserting that, for any prime p≡3(mod4), the determinant...
AbstractThe Apéry polynomials are given byAn(x)=∑k=0n(nk)2(n+kk)2xk(n=0,1,2,…). (Those An=An(1) are ...
AbstractLet n,p and q be odd primes. In this paper, using some arithmetical properties of Lucas numb...
AbstractIn the present paper, we have proved a more general theorem dealing with φ−|C,α,β|k summabil...
In the present paper, a general theorem on ${mid{bar{N},p_n;delta}mid}_k$ summability factors of in...
We show that for many families of OPUC, one has ‖φ'_n‖2/n → l, a condition we call normal behavior. ...
WOS: 000462906300018The aim of this paper is to obtain a new theorem dealing with absolute matrix su...
WOS: 000462906300018The aim of this paper is to obtain a new theorem dealing with absolute matrix su...
AbstractWe present the asymptotic behavior of the coexistence states near the point of bifurcation f...
AbstractWe consider the function f(t) defined byf(t)=tlogt−t+1log2t.Firstly we shall show direct and...
AbstractThe object of this work is to retrieve the convergence of a series from its discrete Mφ summ...
AbstractLet P0 be a stochastic matrix with no eigenvalue other than 1 on the unit circle and let P(ε...
In this paper a theorem on the absolute Nörlund summability factors has been proved under more weake...
Some conversions of the Jensen-Steffensen inequality for convex functions are considered. Applying e...
AbstractThe purpose of the paper is to give some sequences that converge quickly to a generalized Eu...
AbstractWe prove a conjecture of R. Chapman asserting that, for any prime p≡3(mod4), the determinant...
AbstractThe Apéry polynomials are given byAn(x)=∑k=0n(nk)2(n+kk)2xk(n=0,1,2,…). (Those An=An(1) are ...
AbstractLet n,p and q be odd primes. In this paper, using some arithmetical properties of Lucas numb...