Convex Optimization and Variational Inequality; A Theoretical Approach - Agbedeyi, Odimientimi Desmond;Osisiogu, U. A.
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Most real life problems can be formulated into optimization problems. But, some of such problems are usually complex and as such very difficult to solve by standard optimization methods. Research has also shown that such problems can be transcribed as variational inequality problems which are easier to solve yet maintaining the optimality of the original problem. Thus, in this research, we took a theoretical survey of convex optimization and variational inequality problems, we finally formulate a variational inequality problem from a convex optimization model.

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Produktbeschreibung
Most real life problems can be formulated into optimization problems. But, some of such problems are usually complex and as such very difficult to solve by standard optimization methods. Research has also shown that such problems can be transcribed as variational inequality problems which are easier to solve yet maintaining the optimality of the original problem. Thus, in this research, we took a theoretical survey of convex optimization and variational inequality problems, we finally formulate a variational inequality problem from a convex optimization model.
Autorenporträt
Agbedeyi Odimientimi Desmond is a Lecturer I at Delta State Polytechnic, Ogwashi-UKu. Has a B.Sc(Ind. Maths) from DELSU, Abraka and M.Sc(Ind.Maths) from EBSU, Abakakili both in Nigeria. He is Currently the Head of Department, Department of Statistics, Delta State Polytechnic, Ogwashi-UKu, Nigeria. He is Happily married with four children.