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Estimation of divergence measures on time scales via Taylor’s polynomial and Green’s function with applications in q-calculus for higher order convex functions containing Csiszár divergence on time scales. Various new inequalities
Some inequalities for Csiszár divergence via theory of time scales measures on time scale. These results extend some known results in the literature and offer new results
New entropic bounds on time scales via Hermite interpolating polynomial order convex functions containing Csiszár divergence on time scales. New entropic bounds in q-calculus
Shannon type inequalities via time scales theory of Jensen’s inequality in time scales settings. The concept of differential entropy of a continuous random
INTEGRAL INEQUALITIES OF LEVINSON'S TYPE IN TIME SCALE SETTINGS under Mercer's assumptions. We obtain Levinson's type inequalities in time scale settings by using
Generalized Jensen's functional on time scales via extended Montgomery identityGeneralized Jensen's functional on time scales via extended Montgomery identity
Generalized Jensen’s functional on time scales via extended Montgomery identityGeneralized Jensen’s functional on time scales via extended Montgomery identity
Linear discrete systems with memory: A generalization of the Langmuir model scale calculus. Several generalizations of the Langmuir model are presented together with their exact
Estimation of divergences on time scales via the Green function and Fink’s identity-convex functions involving Csiszár divergence on time scales using the Green function along with Fink’s identity
Linear discrete systems with memory: A generalization of the Langmuir model scale calculus. Several generalizations of the Langmuir model are presented together with their exact
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