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Hermite-Hadamard-Fejér Inequalities for Preinvex Functions on Fractal Sets [PDF]
In this paper, for generalised preinvex functions, new estimates of the Fej\'{e}r-Hermite-Hadamard inequality on fractional sets $\mathbb{R}^{\rho }$ are given in this study.
Sikander Mehmood, Fiza Zafar
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Special Properties of Plane Solenoidal Fields
Algebraic and integral identities have been obtained for a pair or a triple of plane solenoidal fields. We obtain sufficient potentiality conditions for a plane vector field. The integral identities are also important for exact a priori estimates.
Vladimir I. Semenov
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In this paper, we present generalized Jensen-Mercer inequality for a generalized h-convex function on fractal sets. We proved Hermite-Hadamard-Mercer local fractional integral inequalities via integral operators pertaining Mittag-Leffler kernel. Also, we
Peng Xu +4 more
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Nonexistence of Solutions for Dirichlet Problems with Supercritical Growth in Tubular Domains
We deal with Dirichlet problems of the ...
Molle Riccardo, Passaseo Donato
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An Elliptic Integral Identity [PDF]
The definite integral \[ ∫
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Exact and approximate solutions to the non-stationary problem on the heat conduction in a semi-bounded body exposed to a pulsed laser radiation flow have been obtained.
V. A. Kot
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A general integral identity [PDF]
6 ...
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Alexandrov, Serrin, Weinberger, Reilly: Simmetry and Stability by Integral Identities
The distinguished names in the title have to do with different proofs of the celebrated Soap Bubble Theorem and of radial symmetry in certain overdetermined boundary value problems.
Rolando Magnanini
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Symbology for elliptic multiple polylogarithms and the symbol prime
Elliptic multiple polylogarithms occur in Feynman integrals and in particular in scattering amplitudes. They can be characterized by their symbol, a tensor product in the so-called symbol letters.
Matthias Wilhelm, Chi Zhang
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