Cesaro sequence space defined by the l-fractional difference operator using sequence of Modulus functions | Synapse
March 3, 2026
Cesaro sequence space defined by the l-fractional difference operator using sequence of Modulus functions
Key Points
The cesàro sequence space demonstrates unique properties derived from the l-fractional difference operator, expanding mathematical theory.
Key evidence shows that this approach enhances understanding of convergence in sequence spaces, with implications for advanced mathematical analysis.
Analysis presents innovative methods for defining sequence spaces based on the l-fractional difference operator, offering new insights into their structure.
Highlights the potential for these definitions to lead to further research in mathematical concepts, suggesting broader applications in analysis.