Priority Estimation Tool (AHP) to run in Linux online down

This is the Linux app named Priority Estimation Tool (AHP) to run in Linux online whose latest release can be downloaded as PriEsT-allinone-v2.1.zip. It can be run online in the free hosting provider OnWorks for workstations.

 
 

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SCREENSHOTS:


Priority Estimation Tool (AHP) to run in Linux online


DESCRIPTION:

Priorty Estimation Tool (PriEsT) is a decision analysis tool. You can use it for ranking the options you have, or alternatively, you may use it for resource allocation (budgeting) problems.

In PriEsT, you enter a list of available options and then define your criteria for prioritization. After defining criteria, PriEsT allows you to enter your judgements against each criterion, which are then used to calculate the final ranking (or weights).


Please cite this if you find it useful:-

Siraj, S., Mikhailov, L. and Keane, J. A. (2015), "PriEsT: an interactive decision support tool to estimate priorities from pairwise comparison judgments". International Transactions in Operational Research. 22: 217–235. doi:10.1111/itor.12054

Features

  • Decision Making using Analytic Hierarchy Process.
  • Supports Pairwise Ratio Comparisons with any scale for your judgments.
  • Provides widely-used measures for inconsistency in judgments.
  • Offers several non-dominated solutions with the help of Evolutionary Multi-objective Optimization.
  • Implements all the widely used prioritization methods. This makes the PriEsT a highly suitable tool for research purpose.
  • Graphical and Equalizer views for the pairwise comparison judgments.
  • Export your problem into an XML data file.
  • Platform-independent Tool (tested on both Linux and Windows).


Audience

Science/Research, Quality Engineers, Management



Programming Language

Java


Database Environment

JDBC


This is an application that can also be fetched from https://sourceforge.net/projects/priority/. It has been hosted in OnWorks in order to be run online in an easiest way from one of our free Operative Systems.



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