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What is Semi-Discrete Operators in Calculus about?

This research introduces a novel operator that models the momentary trend of change of functions, particularly useful for analyzing monotony at points where derivatives are zero or undefined. It extends the fundamental theorem of calculus to higher dimensions and proposes a semi-discrete integration method along curves, enhancing computational efficiency. The study aims to provide rigorous tools for classifying monotony and extending calculus theorems to broader contexts.

Author

N A

Language

EN