This book describes the rapidly develo** field of interior point methods (IPMs). An
extensive analysis is given of path-following methods for linear programming, quadratic …

In this paper an algorithm is presented for solving the classical posynomial geometric
programming dual pair of problems simultaneously. The approach is by means of a primal …

Geometric programming provides a powerful tool for solving nonlinear problems where
nonlinear relations can be well presented by an exponential or power function. In the real …

This paper is an updated and edited version of the survey that appeared in Boukari [42]. The
original work reported on research since the Fiacco-McCormick 1968 survey [95] that has …

The geometric programming problem is an important optimization technique that is often
used to solve different nonlinear optimization problems and engineering problems. The …

The article presents solution procedure of geometric programming with imprecise
coefficients. We have considered problems with imprecise data as a form of an interval in …

Geometric programming provides a powerful tool for solving nonlinear problems where
nonlinear relations can be well presented by exponential or power function. This paper …

Geometric programming is a well-known optimization tool for dealing with a wide range of
nonlinear optimization and engineering problems. In general, it is assumed that the …

This paper revisits an efficient procedure for solving posynomial geometric programming
(GP) problems, which was initially developed by Avriel et al. The procedure, which used the …

We study the problem of solving a constrained system of nonlinear equations by a
combination of the classical damped Newton method for (unconstrained) smooth equations …