Caputo-hybrid fractional approach to estimates of corrected Euler-Maclaurin-type with computational analysis and applications

Key Points

• Estimates from the Caputo-Hybrid fractional approach enhance numerical accuracy for Euler-Maclaurin-type problems.
• Numerical computations demonstrate improved estimations in various applications, highlighting its versatility.
• This analysis employs a computational framework to derive and validate results across diverse scenarios.
• These findings may enable advanced numerical methods in calculus and computational mathematics.