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6 projects in result set.
0. Compensatory Fuzzy Logic (CFL) - The main results on this project are: a package to analyze the data based on compensatory fuzzy logic algorithms and a reasoner for the compensatory fuzzy logic.
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Registered: 2010-08-12 10:46 |
1. RcmdrPlugin.UCA - Rcmdr adds for novices - This project has been moved to https://github.com/MMunozMarquez/RcmdrPlugin.UCA
An 'Rcmdr' plugin that customize 'Rcmdr' (test for randomness, confidence interval and test for sigma for one normal sample, predictions using active model and psychometry section) to teach statistics in a first university course on statistics.
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Registered: 2016-01-08 18:26 |
2. Animal Intake Behaviour Analysis Package - POO R package for chronological Intake Behaviour Data analysis from test animals. Manage data and predict normal and irregular behaviour.
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- Topic : Bioinformatics [Filter]
- Topic : Biostatistics & Medical Statistics [Filter]
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Registered: 2010-08-30 08:56 |
3. AMOREJ / AMORE++ - Java and C++ AMORE package using an object oriented approach.
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- Topic : Machine Learning : Neural Networks [Filter]
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Registered: 2011-05-13 21:05 |
4. ADEA - Data Envelopment Analysis (DEA) seeks to compare the relative efficiency of a group's decision units (DMU).
This package provides additional features to support variable selection, restricted DEA models, and leverage analysis.
The selection of variables in DEA is a cornerstone, because efficiency results hardly depend on that selection. A measured, called load, allows handling that selection. In the package to do it two step-by-step functions are provided.
Sometimes the reasons for external analysis require that the contributions of variables to the DEA be restricted in a range. Another function is also provided for this purpose.
Another feature provided allows us to find which DMUs cause the most significant changes in the results so that we can handle them properly.
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Registered: 2021-08-04 10:52 |
5. orloca - Planar point location problem - ORLOCA (Operations Research LOCational Analysis) deals with facility location problems.
The most known is the min-sum or Fermat-Weber location problem, which seeks for a point such that the weighted sum of the distances to the demand set are minimized.
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Registered: 2017-01-27 16:31 |
