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This is a Quantitative Study study.

On basic summability in R

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This paper demonstrates new insights on basic summability, indicating its ties to various integrability concepts.

Basic summability encompasses concepts like integration, including Newton's integral and generalized Riemann integrability.
The study illustrates the relationship between basic summability and residue function, revealing its differential nature.
Definitions of integrability are expanded to include the arithmetic series within the framework of basic summability.
Significant implications for the understanding of interval functions and their summation characteristics are discussed.

Branko Sarić (2025) studied this question.

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View Full Paper

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Authors

This paper demonstrates new insights on basic summability, indicating its ties to various integrability concepts.

Basic summability encompasses concepts like integration, including Newton's integral and generalized Riemann integrability.
The study illustrates the relationship between basic summability and residue function, revealing its differential nature.
Definitions of integrability are expanded to include the arithmetic series within the framework of basic summability.
Significant implications for the understanding of interval functions and their summation characteristics are discussed.

Branko Sarić (2025) studied this question.

View Full Paper

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Bookmark