Screenshots - Click image to view.

        Registered Version

          - 1,000 variables

          - 1,000 constraints

          - Full program functionality

          - Bonus screensavers 

          - Includes 1 year of updates

          - Registration service 

            provided by Regsoft.com

Try a Demonstration Version!

An easy  to use Linear Programming Solver. 7 simple steps -  Click here for an example.

Only

$ 19.95

per single user license

On Sale - 50% Off!

Software Description and Features:

 

Archer Tool's Linear Programming Software gives the Industrial Analyst:

 

Precision - Where other solvers do calculations with 7 or 15 digits of precision, we use approximately 27 digits for calculations. (Our solutions display up to 10 decimal places.)

 

Round-off Error Reporting - An often ignored (and potentially catastrophic) issue with computer algorithms is round-off error. We estimate it and report it so you can decide how robust any solution is. Our round-off management approach helps to minimize problems such as circling and feasibility errors.

 

Ease of Use - 7 easy steps:

 

  1.  Define problem Type: Minimize or Maximize

  2.  Enter number of Decision Variables

  3.  Enter names and coefficients of Objective Function

  4.  Verify first 3 steps are complete

  5.  Add and specify Constraints

  6.  Verify steps 1-5 are complete

  7.  Solve it!

 

For an example, click HERE.

 

Below is a list of linear programming  features for the Registered Version. The Unregistered 30-day Demonstration Version of the solver has limited saving and printing functionality but is otherwise identical to the Registered Version.

 

Registered Version Features:

 

  - Maximum # of Decision Variables: 1,000+

  - Maximum # of Constraints: 1000+

  - Dynamic Range of data: 10-6 to 9.99 10+6

  - Data can be Cut and Pasted to and from outside applications (like Excel).

  - Constraints can be turned "ON" or "OFF" by using an Excluded feature (Useful for

      troubleshooting)

  - Decision Variables and Constraints can be Added/Deleted to form new problems