A result concerning absolute indexed Riesz Summability factor of an infinite series using -quasi monotone sequence has been established
In this paper, by using an almost increasing and delta-quasi-monotone sequence, a general theorem on...
A new result concerning absolute indexed matrix summability factor of an infinite series using quasi...
Two new general results concerning absolute summability of an infinite series which extended and gen...
A result concerning absolute indexed Riesz Summability factor of an infinite series using -quasi mon...
In the present paper, absolute matrix summability of infinite series is studied. A new theorem conce...
© 2022, Allerton Press, Inc.Abstract: In the present article, (ϕ, δ)-monotone sequences are studied....
In this paper, a general theorem on \(N) over bar, p(n); delta\(k) summability factors of infinite s...
In the present paper, absolute matrix summability of infinite series has been studied. A new theorem...
In this paper using delta-quasi-monotone sequences and any almost increasing sequences a theorem on ...
WOS: 000461181400029Recently, Bor [5] has obtained two main theorems dealing with vertical bar(N) ov...
AbstractIn this paper, we prove two theorems on |A|k,k≧1, summability factors for an infinite series...
This paper presents a generalization of a known theorem dealing with absolute Riesz summability of i...
WOS: 000388712500002In this paper, we generalize a known result concerning the absolute Riesz summab...
AbstractIn this paper, a general theorem on |N̄,pn;δ|k summability factors of infinite series has be...
AbstractIn this work, an important theorem dealing with absolute Nörlund summability factors is prov...
In this paper, by using an almost increasing and delta-quasi-monotone sequence, a general theorem on...
A new result concerning absolute indexed matrix summability factor of an infinite series using quasi...
Two new general results concerning absolute summability of an infinite series which extended and gen...
A result concerning absolute indexed Riesz Summability factor of an infinite series using -quasi mon...
In the present paper, absolute matrix summability of infinite series is studied. A new theorem conce...
© 2022, Allerton Press, Inc.Abstract: In the present article, (ϕ, δ)-monotone sequences are studied....
In this paper, a general theorem on \(N) over bar, p(n); delta\(k) summability factors of infinite s...
In the present paper, absolute matrix summability of infinite series has been studied. A new theorem...
In this paper using delta-quasi-monotone sequences and any almost increasing sequences a theorem on ...
WOS: 000461181400029Recently, Bor [5] has obtained two main theorems dealing with vertical bar(N) ov...
AbstractIn this paper, we prove two theorems on |A|k,k≧1, summability factors for an infinite series...
This paper presents a generalization of a known theorem dealing with absolute Riesz summability of i...
WOS: 000388712500002In this paper, we generalize a known result concerning the absolute Riesz summab...
AbstractIn this paper, a general theorem on |N̄,pn;δ|k summability factors of infinite series has be...
AbstractIn this work, an important theorem dealing with absolute Nörlund summability factors is prov...
In this paper, by using an almost increasing and delta-quasi-monotone sequence, a general theorem on...
A new result concerning absolute indexed matrix summability factor of an infinite series using quasi...
Two new general results concerning absolute summability of an infinite series which extended and gen...
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