Approximation and Computation in Science and Engineering presents a wide spectrum of research and research-survey papers in several subjects of pure and applied mathematics with various applications. Emphasis is given to the study of topics of approximation theory, functional equations and inequalities, fixed point theory, numerical analysis, theory of wavelets, convex analysis, topology, operator theory, differential operators, fractional integral operators, integro-differential equations, ternary algebras, super and hyper relators, variational analysis, discrete mathematics, cryptography, and a variety of applications in interdisciplinary topics. Several of these domains have a strong connection with both theories and problems of linear and nonlinear optimization.
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