The following lecture outlines the basics of Dual Simplex covered in the textbook [1]. • Section 4.6: Dual simplex method. Motivate as an alternative to using Phase I in (primal) simplex, for some problems. • In some special cases, one can easily find a dual feasible solution. • It is equivalent to applying the simplex method on the dual problems, provided pivot rules are consis-tent. • Work through Example 4-6-1. Write the dual problem, and interpret the pivoting decisions in terms of simplex steps on the dual problem. • Introduce general LPs and their duals.
Abstract Kitahara and Mizuno (2011a) obtained an upper bound for the number of different solutions g...
With emphasis on computation, this book is a real breakthrough in the field of LP. In addition to co...
We present a sequential dual-simplex algorithm for the linear problem which has the same complexity ...
The dual simplex algorithm is an attractive alternative method for solving linear programming proble...
Recently, the dual simplex method has attracted considerable interest. This is mostly due to its imp...
A dual phase-1 algorithm for the simplex method that handles all types of variables is presented. In...
A dual phase-1 algorithm for the simplex method that handles all types of vari- ables is presented. ...
Real-life linear programming (LP) problems include all types of variables and constraints. Current v...
This paper proposes a streamlined form of simplex method which provides some great ben-efits over tr...
The aim of this paper is to present a new simplex type algorithm for the Linear Programming Problem....
Linear Programming provides an in-depth look at simplex based as well as the more recent interior po...
In Part I, the classical statement of an LP problem is compared with the most general form which gen...
The simplex method, created by George Dantzig, optimally solves a linear program by pivoting. Dantzi...
In my thesis I tried to describe the problems of choice of a pivot in the simplex method. The first ...
The simplex method is one way of solving a linear programming problem (LP-problem). The simplex meth...
Abstract Kitahara and Mizuno (2011a) obtained an upper bound for the number of different solutions g...
With emphasis on computation, this book is a real breakthrough in the field of LP. In addition to co...
We present a sequential dual-simplex algorithm for the linear problem which has the same complexity ...
The dual simplex algorithm is an attractive alternative method for solving linear programming proble...
Recently, the dual simplex method has attracted considerable interest. This is mostly due to its imp...
A dual phase-1 algorithm for the simplex method that handles all types of variables is presented. In...
A dual phase-1 algorithm for the simplex method that handles all types of vari- ables is presented. ...
Real-life linear programming (LP) problems include all types of variables and constraints. Current v...
This paper proposes a streamlined form of simplex method which provides some great ben-efits over tr...
The aim of this paper is to present a new simplex type algorithm for the Linear Programming Problem....
Linear Programming provides an in-depth look at simplex based as well as the more recent interior po...
In Part I, the classical statement of an LP problem is compared with the most general form which gen...
The simplex method, created by George Dantzig, optimally solves a linear program by pivoting. Dantzi...
In my thesis I tried to describe the problems of choice of a pivot in the simplex method. The first ...
The simplex method is one way of solving a linear programming problem (LP-problem). The simplex meth...
Abstract Kitahara and Mizuno (2011a) obtained an upper bound for the number of different solutions g...
With emphasis on computation, this book is a real breakthrough in the field of LP. In addition to co...
We present a sequential dual-simplex algorithm for the linear problem which has the same complexity ...