Some remarks on statistical summability of order $\tilde{\alpha}$ defined by generalized De la Vall\'{e}e-Pousin Mean

Autores

  • Chawla Meenakshi Maharishi Markandeshwar University Department of Mathematics
  • Vijay Kumar Haryana College of Technology and Management Department of Mathematics
  • M. S. Saroa Maharishi Markandeshwar University Department of Mathematics

DOI:

https://doi.org/10.5269/bspm.v33i1.22743

Palavras-chave:

Statistical Convergence, $\lambda-$statistical convergence, Double sequences

Resumo

In this work we define $(\lambda, \mu)-$statistical summability and $(V, \lambda, \mu)-$\\summability of order $\tilde{\alpha}$ for double sequences and obtain some relations between these summability methods. We demonstrate examples which shows our method of summability is more general for double sequences.

Biografia do Autor

  • Chawla Meenakshi, Maharishi Markandeshwar University Department of Mathematics

    Astt. Professor

    Department of Mathematics

  • Vijay Kumar, Haryana College of Technology and Management Department of Mathematics

    Associate Professor

    Department of Mathematics

  • M. S. Saroa, Maharishi Markandeshwar University Department of Mathematics

    Professor,

    Department of Mathematics

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Publicado

2014-04-17

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