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New improvements of Jensen’s type inequalities via 4-convex functions with applications and Green functions. These improvements are demonstrated in discrete as well as in integral versions

Generalizations of cyclic refinements of jensen's inequality by lidstone's polynomial with applications in information theory generalizations of cyclic refinements of Jensen's inequality using different new Green functions by employing

Structure of Fractional Spaces Generated by the Difference Operator and Its Applicationsgreen function

Green’s Function on a Parabolic Analytic Surface. The concepts of the Greens function and pluripolar set are also introduced and their potential properties

Generalizations of the Jensen functional involving diamond integrals via Abel–Gontscharoff interpolation Jensen’s functional for n-convex functions. We also investigate the bounds for the identities related

Combinatorial extensions of Popoviciu’s inequality via Abel-Gontscharoff polynomial with applications in information theory [Kombinatorna proširenja Popoviciuove nejednakosti preko Abel-Gontscharoffovih polinoma s primjenama u teoriji informacija]We establish new refinements and improvements of Popoviciu’s inequality for n-convex functions

New bounds for Shannon, Relative and Mandelbrot entropies via Hermite interpolating polynomial function by means of different new Green functions by employing Hermite interpolating polynomial whose

ENVIRONMENTAL FUNCTIONS OF GREEN SPACES AND THEIR IMPACT ON THE URBAN MICROCLIMATEThe article deals with environmental functions and the impact of green space in urban climate

NEW BOUNDS FOR SHANNON, RELATIVE AND MANDELBROT ENTROPIES VIA ABEL-GONTSCHAROFF INTERPOLATING POLYNOMIAL function by using new Green functions and Abel-Gontschamff interpolating polynomial. As an application

Several new cyclic Jensen type inequalities and their applications convex functions using Taylor’s formula. We discuss the monotonicity of functionals for n

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