Some fractional weighted trapezoid type inequalities for preinvex functions

Key Points

• The research aims to establish specific inequalities for preinvex functions using fractional calculus methods.
• Derived a weighted integral identity involving preinvex functions
• Applied Riemann-Liouville fractional operators
• Developed new trapezoidal type inequalities based on the modulus of the first derivatives
• Introduced novel inequalities applicable to functions with preinvex properties
• Provided mathematical foundations for better handling of fractional derivatives
• Demonstrated enhanced techniques for calculating specific integral values