Article ID Journal Published Year Pages File Type 5775000 Journal of Mathematical Analysis and Applications 2017 7 Pages PDF Abstract A sandwich theorem for m-convex functions with mâ[0,1] is proved. The counterexamples to a sandwich type result for m-convex functions with 0 Keywords Convexity Related Topics Physical Sciences and Engineering Mathematics Analysis Preview Authors Janusz Matkowski, MaÅgorzata Wróbel, Related Articles Discrete spectra of compactly perturbed bounded operators Novel implicit/explicit local conservative schemes for the regularized long-wave equation and convergence analysis Conical square functions associated with Bessel, Laguerre and Schrödinger operators in UMD Banach spaces Unique conditional expectations for abelian C⁎-inclusions Characterization of the potential smoothness of one-dimensional Dirac operator subject to general boundary conditions and its Riesz basis property Infinite-dimensional features of matrices and pseudospectra An exact estimate result for a semilinear equation with critical exponent and prescribed singularity Angle geometry in asymptotic Teichmüller spaces On the radial solutions of a system with weights under the Keller–Osserman condition An anisotropic Mumford–Shah model
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