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Some remarks on ∆m (Iλ )-summability on neutrosophic normed spaces
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In the present paper, we use the difference operator ∆m (Iλ )-summability to define some new summability concepts on neutrosophic normed spaces. We also introduce concepts of generalized limit point, and cluster point and obtain some relationships among these notions. Finally, we define generalized Cauchy sequences on these spaces and present a characterization of a new summability method that preserves linear operators on neutrosophic normed spaces.
ASPG Publishing LLC
Title: Some remarks on ∆m (Iλ )-summability on neutrosophic normed spaces
Description:
In the present paper, we use the difference operator ∆m (Iλ )-summability to define some new summability concepts on neutrosophic normed spaces.
We also introduce concepts of generalized limit point, and cluster point and obtain some relationships among these notions.
Finally, we define generalized Cauchy sequences on these spaces and present a characterization of a new summability method that preserves linear operators on neutrosophic normed spaces.
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