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Search: authors:"Stuti Borgohain"

3 papers found.
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Some new lacunary statistical convergence with ideals

In this paper, the idea of lacunary I λ -statistical convergent sequence spaces is discussed which is defined by a Musielak-Orlicz function. We study relations between lacunary I λ -statistical convergence with lacunary I λ -summable sequences. Moreover, we study the I λ -lacunary statistical convergence in probabilistic normed space and discuss some topological properties.

Generalized difference strongly summable sequence spaces of fuzzy real numbers defined by ideal convergence and Orlicz function

We study some new generalized difference strongly summable sequence spaces of fuzzy real numbers using ideal convergence and an Orlicz function in connection with de la Vallèe Poussin mean. We give some relations related to these sequence spaces also. MSC:40A05, 40A25, 40A30, 40C05.

Generalized difference strongly summable sequence spaces of fuzzy real numbers defined by ideal convergence and Orlicz function

We study some new generalized difference strongly summable sequence spaces of fuzzy real numbers using ideal convergence and an Orlicz function in connection with de la Vallèe Poussin mean. We give some relations related to these sequence spaces also.MSC: 40A05, 40A25, 40A30, 40C05.