<p>This paper extends classical results on regular matrix summability to the framework of statistical convergence. By leveraging density-preserving mappings and constructing oscillating sequences with controlled density properties, we establish fundamental distinctions between matrix methods in the statistical setting.</p>

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Statistical convergence and uniqueness properties of regular matrix summability

  • Sami M. Hamid,
  • Richard F. Patterson

摘要

This paper extends classical results on regular matrix summability to the framework of statistical convergence. By leveraging density-preserving mappings and constructing oscillating sequences with controlled density properties, we establish fundamental distinctions between matrix methods in the statistical setting.