We extend Lambert and zeta summability methods to space of fuzzy numbers and prove Tauberian theorems for Lambert and zeta summability methods of fuzzy numbers, the one for zeta summability method providing a new proof when the sequence is of real numbers
ABSTRACT. This paper is a study of summability methods that are based on the Riemann Zeta function. ...
ABSTRACT. This paper is a study of summability methods that are based on the Riemann Zeta function. ...
In this paper, we show under which conditions the limit of the distance between nth term of a sequen...
We extend Lambert and zeta summability methods to space of fuzzy numbers and prove Tauberian theorem...
In this paper we establish a Tauberian condition under which convergence follows from Hölder summabi...
WOS: 000342330600007In this paper we establish a Tauberian condition under which convergence follows...
WOS: 000394316900017In this paper, we initiate the study of power series methods of summability for ...
In this paper we use the concept of the Cesàro convergence of a sequence of fuzzy numbers defined by...
WOS: 000341191800034In this paper we use the concept of the Cesaro convergence of a sequence of fuzz...
We define logarithmic summability method for sequences of fuzzy numbers and prove theorems dealing w...
In this paper, we introduce the concept of statistical summability (C,1,1) for double sequences in f...
The theory of summability has many uses throughout analysis and applied mathematics. Engineers and p...
In this study we compare Cesàro and Euler weighted mean methods of summability of sequences of fuzzy...
In this paper, we define the weighted mean method (N¯ , p, q) of double sequences of fuzzy numbers a...
In this paper, we determine necessary and sufficient Tauberian conditions under which convergence in...
ABSTRACT. This paper is a study of summability methods that are based on the Riemann Zeta function. ...
ABSTRACT. This paper is a study of summability methods that are based on the Riemann Zeta function. ...
In this paper, we show under which conditions the limit of the distance between nth term of a sequen...
We extend Lambert and zeta summability methods to space of fuzzy numbers and prove Tauberian theorem...
In this paper we establish a Tauberian condition under which convergence follows from Hölder summabi...
WOS: 000342330600007In this paper we establish a Tauberian condition under which convergence follows...
WOS: 000394316900017In this paper, we initiate the study of power series methods of summability for ...
In this paper we use the concept of the Cesàro convergence of a sequence of fuzzy numbers defined by...
WOS: 000341191800034In this paper we use the concept of the Cesaro convergence of a sequence of fuzz...
We define logarithmic summability method for sequences of fuzzy numbers and prove theorems dealing w...
In this paper, we introduce the concept of statistical summability (C,1,1) for double sequences in f...
The theory of summability has many uses throughout analysis and applied mathematics. Engineers and p...
In this study we compare Cesàro and Euler weighted mean methods of summability of sequences of fuzzy...
In this paper, we define the weighted mean method (N¯ , p, q) of double sequences of fuzzy numbers a...
In this paper, we determine necessary and sufficient Tauberian conditions under which convergence in...
ABSTRACT. This paper is a study of summability methods that are based on the Riemann Zeta function. ...
ABSTRACT. This paper is a study of summability methods that are based on the Riemann Zeta function. ...
In this paper, we show under which conditions the limit of the distance between nth term of a sequen...
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