Contributions in Mathematics and Engineering

Applications of Quasiconvexity (S. Abramovich).- Taylor’s Formula and Integral Inequalities for Conformable Fractional Derivatives (D.R. Anderson).- Sobolev-type inequalities on manifolds in the presence of symmetries and applications (A. Cotsiolis, N. Labropoulos).- Generalized Minkowski functionals (S. Czerwik, K. Krol).- A Network Design Model Under Uncertainty (E. D'Amato, E. Daniele, L. Mallozzi).- Optimal rational approximation number sets: Application to nonlinear dynamics in particle accelerators (N.J. Daras, M.N. Vrahatis).- Supermeasures Associated to Some Classical Inequalities (S.S. Dragomir).- Remarks on Solutions of a Functional Equation Arising from an Asymmetric Switch (E. El-hady, J. Brzdek, W. Forg-Rob, H. Nassar).- The general sampling theory by using reproducing kernels (H. Fujiwara, S. Saitoh).- Kronecker’s Products and Kronecker’s Sums of Operators (M. Gil').- Effective
Conductivity and Critical Properties of a Hexagonal Array of Superconducting Cylinders (S. Gluzman, V. Mityushev, W. Nawalaniec, G. Starushenko).- A Survey on Durrmeyer Type Operators (V. Gupta, T.M. Rassias, J. Sinha).- On the Imaginary Part of the Non-Trivial Zeros of the Riemann Zeta Function (M. Hassani).- The Ubiquitous Lambert Function and its Classes in Science and Engineering (C. Katsimpiri, P.E. Nastou, P.M. Pardalos, Y.C. Samatiou).- A Computational Approach to the Unwrappings of the Developable Surfaces (D. Kodokostas).- Multiple Weighted Orlicz Spaces and Applications (J. Kuang).- Hyers-Ulam-Rassias Stability on Amenable Groups (A. Mohamed, E. Elhoucien, S. Khalil).- Closed Form Solution of a LAN Gateway Queueing Model (H. Nassar, E. El-hady).- Some Quantam Hermite-Hadamard Type Inequalities for General Convex Functions (M.A. Noor, T.M. Rassias).- General Harmonic Convex Functions and Integral Inequalities (M.A. Noor, K.I. Noor, M.U. Awan, S. Iftikhar).- Extension Operator Method for the Exact Solution of Integro-Differential Equations (I.N. Parasidis, E. Providas).- Fixed Point Structures, Invariant Operators, Invariant Partitions, and Applications to Carathéodory Integral Equations (A. Petruşel, I.A. Rus and M.-A. Şerban).- On the Best Hyers-Ulam Stability Constants for Some Equations and Operators (D. Popa, G. Pugna, I. Raşa).- More on the Metric Projection onto a Closed Convex Set in a Hilbert Space (B. Ricceri).- Carathéodory Functions in Partial Differential Equations (M. Schechter).- Basic Tools, Increasing Functions, and Closure Operations in Generalized Ordered Sets (A. Száz).- Addition-like Variational Principles in Asymmetric Spaces (M. Turinici).- Compositional Yang-Hilbert-Type Integral Inequalities and Operators (B. Yang).- Opial Inequalities Involving Higher Order Partial Derivatives (C.-J. Zhao, W.-S. Cheung).