New integral inequalities on the co-ordinates for geometrically exponentially s-convex functions in the second sense

Key Points

• The aim is to define geometrically exponentially s-convex functions in the second sense and establish new integral inequalities related to them.
• Introduced new definitions for geometrically exponentially s-convex functions.
• Utilized classical inequalities including Hölder's and Young's inequalities.
• Derived refined forms of integral inequalities based on the new definitions.
• Established novel integral inequalities associated with the defined functions.
• Showed that classical inequalities can be generalized in this context.