AbstractLet (un) be a sequence of real numbers. We obtain some Tauberian-like conditions in terms of the general control modulo of integer order to retrieve subsequential convergence of (un) from the boundedness of (un)
WOS: 000341072500001In this paper, we investigate some Tauberian conditions in terms of the general ...
“Classical Tauberian theory studies sequences {un} whose divergence is manageable. The main objectiv...
“Classical Tauberian theory studies sequences {un} whose divergence is manageable. The main objectiv...
WOS: 000371145000009In this paper we establish some Tauberian-like conditions in terms of the weight...
AbstractLet (un) be a sequence of real numbers. We obtain some Tauberian-like conditions in terms of...
International Conference of Mathematical Sciences (ICMS) -- JUL 31-AUG 06, 2018 -- Maltepe Univ, Ist...
AbstractIn this work, we introduce some classical and neoclassical Tauberian-like conditions to retr...
Let be a sequence of real numbers and let be any regular limitable method. We prove that, under ...
Let (un) be a sequence of real numbers and let L be any (C, 1) reg-ular and additive limitable metho...
In this paper, we investigate some Tauberian conditions in terms of the general control modulo of th...
WOS: 000300529600008In this paper, we obtain certain conditions in terms of the regularly generated ...
AbstractIn this paper we give some sufficient conditions in terms of regularly generated sequences f...
WOS: 000298201700005Let (u(n)) be a sequence of real numbers. In this paper, we give new Tauberian c...
AbstractLet (un) be a sequence of real numbers. In this paper, we give new Tauberian conditions impo...
Let (un) be a sequence of real numbers and let L be an additive limitable method with some property....
WOS: 000341072500001In this paper, we investigate some Tauberian conditions in terms of the general ...
“Classical Tauberian theory studies sequences {un} whose divergence is manageable. The main objectiv...
“Classical Tauberian theory studies sequences {un} whose divergence is manageable. The main objectiv...
WOS: 000371145000009In this paper we establish some Tauberian-like conditions in terms of the weight...
AbstractLet (un) be a sequence of real numbers. We obtain some Tauberian-like conditions in terms of...
International Conference of Mathematical Sciences (ICMS) -- JUL 31-AUG 06, 2018 -- Maltepe Univ, Ist...
AbstractIn this work, we introduce some classical and neoclassical Tauberian-like conditions to retr...
Let be a sequence of real numbers and let be any regular limitable method. We prove that, under ...
Let (un) be a sequence of real numbers and let L be any (C, 1) reg-ular and additive limitable metho...
In this paper, we investigate some Tauberian conditions in terms of the general control modulo of th...
WOS: 000300529600008In this paper, we obtain certain conditions in terms of the regularly generated ...
AbstractIn this paper we give some sufficient conditions in terms of regularly generated sequences f...
WOS: 000298201700005Let (u(n)) be a sequence of real numbers. In this paper, we give new Tauberian c...
AbstractLet (un) be a sequence of real numbers. In this paper, we give new Tauberian conditions impo...
Let (un) be a sequence of real numbers and let L be an additive limitable method with some property....
WOS: 000341072500001In this paper, we investigate some Tauberian conditions in terms of the general ...
“Classical Tauberian theory studies sequences {un} whose divergence is manageable. The main objectiv...
“Classical Tauberian theory studies sequences {un} whose divergence is manageable. The main objectiv...
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