problems world domains provides structures
Research gap analysis derived from 2 biology papers in our local library.
The gap
The paper provides only basic examples of S-semigroups (primarily modular arithmetic structures); applications to other mathematical domains or real-world problems are not discussed.; No applications of paraletrix differentiation and integration to real-world problems or practical domains are demonstrated.
Research trend
Emerging — attention growing, methods still coalescing.
Supporting evidence — 2 representative gaps
- Characterization and Cartesian Product of Smarandache Semigroups (S-semigroups) (2026) · doi
The paper provides only basic examples of S-semigroups (primarily modular arithmetic structures); applications to other mathematical domains or real-world problems are not discussed.
Keywords: provides basic examples semigroups primarily modular arithmetic structures applications mathematical domains real world problems discussed - A Theoretical Exploration of Paraletrix Calculus as an Extension of Rhotrix Mathematics (2026) · doi
No applications of paraletrix differentiation and integration to real-world problems or practical domains are demonstrated.
Keywords: applications paraletrix differentiation integration real world problems practical domains
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