Results 81 to 90 of about 51,376 (117)
Unbiased Artificial Intelligence: Addressing Bias in Computational Pathology. [PDF]
Montezuma D +9 more
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On a class of Hilbert-type inequalities in the whole plane involving some classical kernel functions
Proceedings of the Edinburgh Mathematical Society, 2022In this paper, by the introduction of several parameters, we construct a new kernel function which is defined in the whole plane and includes some classical kernel functions.
Minghui You
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Theoretical Results on a Special Two-parameter Trivariate Hilbert-type Integral Inequality
Journal of Inequalities and Mathematical AnalysisHilbert integral inequalities of various types have been widely studied in mathematics. There is still room for research in this area, especially in the trivariate case, which has received less attention than the bivariate case.
C. Chesneau
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Operator Inequalities Involving Operator Monotone Functions
Advances in Matrix Inequalities, 2021M. Ghaemi +3 more
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On inequalities involving n-polynomial exponential-type convex functions
Demonstratio MathematicaThis article deals with new generalized and more refined classes of Hermite-Hadamard and Fejér Hermite-Hadamard-type inequalities via n n -polynomial exponential-type convex functions.
M. Samraiz +4 more
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New Hardy-Hilbert-type integral inequalities involving special inhomogeneous kernel functions
Annals of West University of Timisoara - Mathematics and Computer ScienceIn this article, new Hardy-Hilbert-type integral inequalities are established. Our main result is based on a special inhomogeneous two-parameter kernel function.
C. Chesneau
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Fekete–Szegö inequalities for bi-univalent functions involving cauchy and Bernoulli polynomials
Gulf Journal of MathematicsWe present a unified complex-variable extension of both Cauchy and Bernoulli polynomials on the open unit disc. This generalized framework deepens their analytic properties and opens new directions for application in geometric function theory.
W. Atshan +2 more
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AIMS Mathematics
In this study, we introduced several novel Hardy-type inequalities with negative parameters for monotone functions within the framework of delta calculus on time scales $ \mathbb{T} $.
Ahmed M. Ahmed +5 more
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In this study, we introduced several novel Hardy-type inequalities with negative parameters for monotone functions within the framework of delta calculus on time scales $ \mathbb{T} $.
Ahmed M. Ahmed +5 more
semanticscholar +1 more source

