WOS: 000299541100014Let f be a real valued function which is continuous on [0, infinity). In this paper we prove a Tauberian-like theorem to retrieve slow oscillation of s(x) = integral(x)(0) f (t) dt out of its (C, 1) summability of the generator function nu(1)(x) and some additional conditions. As a corollary we recover convergence of s(x). (C) 2011 Elsevier Ltd. All rights reserved
WOS: 000441473800007Let p be a function on R+ := [0, infinity) which is integrable in Lebesgue's sen...
AbstractIn this paper, we prove Tauberian theorems of slowly oscillating type for the (J,p) summabil...
Let (u(mu nu)) be a double sequence of real or complex numbers which is (C,1,1) summable to a finite...
WOS: 000322502900001In this paper we prove a Tauberian-like theorem to retrieve the slow oscillation...
AbstractIn this work we prove a new Tauberian-like theorem for retrieving the slow oscillation of a ...
We investigate some Tauberian conditions in terms of the general control modulo of the oscillatory b...
WOS: 000329124200005We investigate some Tauberian conditions in terms of the general control modulo ...
WOS: 000329124200005We investigate some Tauberian conditions in terms of the general control modulo ...
AbstractWe prove general slow and very slow oscillation Tauberian theorems for the class of all comp...
WOS: 000444547000021A sequence ( sn) of real numbers is said to be summable to a finite number. by t...
AbstractIn this work we prove that one-sided slow oscillation of a sequence and that of its generato...
WOS: 000328911500004We prove a new Tauberian-like theorem. For a real sequence u = (u (n) ), on the ...
WOS: 000306872400035In this paper, we prove Tauberian theorems of slowly oscillating type for the (J...
Given a real-valued integrable function f(x, y, z) which is integrable over [ 0 , ?) × [ 0 , ?) × [ ...
Let p be a function on R+ := [0, ?) which is integrable in Lebesgue's sense over every finite interv...
WOS: 000441473800007Let p be a function on R+ := [0, infinity) which is integrable in Lebesgue's sen...
AbstractIn this paper, we prove Tauberian theorems of slowly oscillating type for the (J,p) summabil...
Let (u(mu nu)) be a double sequence of real or complex numbers which is (C,1,1) summable to a finite...
WOS: 000322502900001In this paper we prove a Tauberian-like theorem to retrieve the slow oscillation...
AbstractIn this work we prove a new Tauberian-like theorem for retrieving the slow oscillation of a ...
We investigate some Tauberian conditions in terms of the general control modulo of the oscillatory b...
WOS: 000329124200005We investigate some Tauberian conditions in terms of the general control modulo ...
WOS: 000329124200005We investigate some Tauberian conditions in terms of the general control modulo ...
AbstractWe prove general slow and very slow oscillation Tauberian theorems for the class of all comp...
WOS: 000444547000021A sequence ( sn) of real numbers is said to be summable to a finite number. by t...
AbstractIn this work we prove that one-sided slow oscillation of a sequence and that of its generato...
WOS: 000328911500004We prove a new Tauberian-like theorem. For a real sequence u = (u (n) ), on the ...
WOS: 000306872400035In this paper, we prove Tauberian theorems of slowly oscillating type for the (J...
Given a real-valued integrable function f(x, y, z) which is integrable over [ 0 , ?) × [ 0 , ?) × [ ...
Let p be a function on R+ := [0, ?) which is integrable in Lebesgue's sense over every finite interv...
WOS: 000441473800007Let p be a function on R+ := [0, infinity) which is integrable in Lebesgue's sen...
AbstractIn this paper, we prove Tauberian theorems of slowly oscillating type for the (J,p) summabil...
Let (u(mu nu)) be a double sequence of real or complex numbers which is (C,1,1) summable to a finite...