<?xml version="1.0" encoding="UTF-8"?>
<xmcda:XMCDA xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns:xmcda="http://www.decision-deck.org/2012/XMCDA-2.2.1" xsi:schemaLocation="http://www.decision-deck.org/2012/XMCDA-2.2.1 https://www.decision-deck.org/xmcda/_downloads/XMCDA-2.2.1.xsd" instanceID="MgMyWvSvGeYkU">
<projectReference id="outrankingDigraph-qy9MgMyWvSvGeYkU" name="rel_BMPTV-358-xmcda.xml">
<title>Rubis Best Choice Recommendation</title>
<subTitle>Performance Tableau in XMCDA format.</subTitle>
<version>saved from Python session</version>
<bibliography>
<bibEntry>Bouyssou et al. Evaluation and Decision Models with Multiple Criteria Springer 2006 Chapter 7 p 358
</bibEntry>
<description><subSubTitle>Bibliography</subSubTitle></description>
</bibliography>
<author>Bouyssou et al.</author>
</projectReference>
<methodParameters id="Rubis" name="Rubis best choice method">
<description>
<subTitle>Method data</subTitle>
<comment>Rubis best choice recommendation in XMCDA format.</comment>
<version>1.0</version>
</description>
<parameters>
<parameter name="variant">
<value>
<label>standard</label>
</value>
</parameter>
<parameter name="valuationType">
<value>
<label>bipolar</label>
</value>
</parameter>
<parameter name="significanceThreshold">
<description><comment>simple majority</comment></description>
    <value>
<real>0.5</real>
</value>
</parameter>
</parameters>
</methodParameters>
<alternatives mcdaConcept="alternatives">
<description>
<title>List of Alternatives</title>
<subTitle>Potential decision actions.</subTitle>
</description>
<alternative id="a" name="a">
<description>
<comment>No comment</comment>
</description>
<type>real</type>
<active>true</active>
</alternative>
<alternative id="b" name="b">
<description>
<comment>No comment</comment>
</description>
<type>real</type>
<active>true</active>
</alternative>
<alternative id="c" name="c">
<description>
<comment>No comment</comment>
</description>
<type>real</type>
<active>true</active>
</alternative>
<alternative id="d" name="d">
<description>
<comment>No comment</comment>
</description>
<type>real</type>
<active>true</active>
</alternative>
</alternatives>
<alternatives mcdaConcept="cocaActions">
<description>
<subTitle>Coca digraph actions</subTitle>
<comment>Chordless odd circuits added to the original outranking digraph.</comment>
</description>
<alternative id="_b_c_d_" name="_b_c_d_">
<description>
<comment>cordless odd 3-circuit</comment>
</description>
<type>fictive</type>
</alternative>
<alternative id="_a_c_d_" name="_a_c_d_">
<description>
<comment>cordless odd 3-circuit</comment>
</description>
<type>fictive</type>
</alternative>
</alternatives>
<criteria mcdaConcept="criteria">
<description>
<title>Rubis family of criteria.</title>
</description>
<criterion id="g1" name="g1" mcdaConcept="criterion">
<description>
<comment>No comment</comment>
<version>performance</version>
</description>
<active>true</active>
<criterionValue><value><real>1.00</real></value></criterionValue>
<scale>
<quantitative>
<preferenceDirection>max</preferenceDirection>
<minimum><real>0.00</real></minimum>
<maximum><real>8.00</real></maximum>
</quantitative>
</scale>
<thresholds>
<threshold id="ind">
<constant>
<real>0.00</real>
</constant>
</threshold>
<threshold id="pref">
<constant>
<real>1.00</real>
</constant>
</threshold>
</thresholds>
</criterion>
<criterion id="g2" name="g2" mcdaConcept="criterion">
<description>
<comment>No comment</comment>
<version>performance</version>
</description>
<active>true</active>
<criterionValue><value><real>1.00</real></value></criterionValue>
<scale>
<quantitative>
<preferenceDirection>max</preferenceDirection>
<minimum><real>0.00</real></minimum>
<maximum><real>8.00</real></maximum>
</quantitative>
</scale>
<thresholds>
<threshold id="ind">
<constant>
<real>0.00</real>
</constant>
</threshold>
<threshold id="pref">
<constant>
<real>1.00</real>
</constant>
</threshold>
</thresholds>
</criterion>
<criterion id="g3" name="g3" mcdaConcept="criterion">
<description>
<comment>No comment</comment>
<version>performance</version>
</description>
<active>true</active>
<criterionValue><value><real>1.00</real></value></criterionValue>
<scale>
<quantitative>
<preferenceDirection>max</preferenceDirection>
<minimum><real>0.00</real></minimum>
<maximum><real>8.00</real></maximum>
</quantitative>
</scale>
<thresholds>
<threshold id="ind">
<constant>
<real>0.00</real>
</constant>
</threshold>
<threshold id="pref">
<constant>
<real>1.00</real>
</constant>
</threshold>
</thresholds>
</criterion>

</criteria>
<performanceTable mcdaConcept="performanceTable">
<description>
<title>Rubis Performance Table</title>
</description>
<alternativePerformances>
<alternativeID>a</alternativeID>
<performance>
<criterionID>g1</criterionID>
<value><real>8.00</real></value>
</performance>
<performance>
<criterionID>g2</criterionID>
<value><real>4.00</real></value>
</performance>
<performance>
<criterionID>g3</criterionID>
<value><real>6.00</real></value>
</performance>
</alternativePerformances>
<alternativePerformances>
<alternativeID>b</alternativeID>
<performance>
<criterionID>g1</criterionID>
<value><real>6.00</real></value>
</performance>
<performance>
<criterionID>g2</criterionID>
<value><real>2.00</real></value>
</performance>
<performance>
<criterionID>g3</criterionID>
<value><real>4.00</real></value>
</performance>
</alternativePerformances>
<alternativePerformances>
<alternativeID>c</alternativeID>
<performance>
<criterionID>g1</criterionID>
<value><real>4.00</real></value>
</performance>
<performance>
<criterionID>g2</criterionID>
<value><real>8.00</real></value>
</performance>
<performance>
<criterionID>g3</criterionID>
<value><real>2.00</real></value>
</performance>
</alternativePerformances>
<alternativePerformances>
<alternativeID>d</alternativeID>
<performance>
<criterionID>g1</criterionID>
<value><real>2.00</real></value>
</performance>
<performance>
<criterionID>g2</criterionID>
<value><real>6.00</real></value>
</performance>
<performance>
<criterionID>g3</criterionID>
<value><real>8.00</real></value>
</performance>
</alternativePerformances>
</performanceTable>
<criteriaComparisons mcdaConcept="correlationTable">
<description>
<title>Ordinal Criteria Correlation Index</title>
<comment>Generalisation of Kendall's τ to nested homogeneous semiorders.</comment>
</description>
<comparisonType>correlation</comparisonType><pairs>
<pair>
<initial><criterionID>g1</criterionID></initial>
<terminal><criterionID>g1</criterionID></terminal>
<value><real>1.00</real></value>
</pair>
<pair>
<initial><criterionID>g1</criterionID></initial>
<terminal><criterionID>g2</criterionID></terminal>
<value><real>-0.33</real></value>
</pair>
<pair>
<initial><criterionID>g1</criterionID></initial>
<terminal><criterionID>g3</criterionID></terminal>
<value><real>0.00</real></value>
</pair>
<pair>
<initial><criterionID>g2</criterionID></initial>
<terminal><criterionID>g1</criterionID></terminal>
<value><real>-0.33</real></value>
</pair>
<pair>
<initial><criterionID>g2</criterionID></initial>
<terminal><criterionID>g2</criterionID></terminal>
<value><real>1.00</real></value>
</pair>
<pair>
<initial><criterionID>g2</criterionID></initial>
<terminal><criterionID>g3</criterionID></terminal>
<value><real>0.00</real></value>
</pair>
<pair>
<initial><criterionID>g3</criterionID></initial>
<terminal><criterionID>g1</criterionID></terminal>
<value><real>0.00</real></value>
</pair>
<pair>
<initial><criterionID>g3</criterionID></initial>
<terminal><criterionID>g2</criterionID></terminal>
<value><real>0.00</real></value>
</pair>
<pair>
<initial><criterionID>g3</criterionID></initial>
<terminal><criterionID>g3</criterionID></terminal>
<value><real>1.00</real></value>
</pair>
</pairs>
</criteriaComparisons>
<alternativesComparisons name="Stilde" mcdaConcept="outrankingDigraph">
<description>
<title>Bipolar-valued Outranking Relation</title>
<comment>Rubis Choice Recommendation Relation</comment>
</description>
<valuation>
<description>
<subTitle>Valuation Domain</subTitle>
</description>
<valuationType>bipolar</valuationType>
<quantitative><minimum><real>-100.00</real></minimum><maximum><real>100.00</real></maximum></quantitative>
</valuation>
<pairs>
<description>
<subTitle>Valued Adjacency Table</subTitle>
<comment>Rubis Choice Recommendation</comment>
</description>
<pair>
<initial><alternativeID>a</alternativeID></initial>
<terminal><alternativeID>a</alternativeID></terminal>
<value><real>0.00</real></value></pair>
<pair>
<initial><alternativeID>a</alternativeID></initial>
<terminal><alternativeID>b</alternativeID></terminal>
<value><real>100.00</real></value></pair>
<pair>
<initial><alternativeID>a</alternativeID></initial>
<terminal><alternativeID>c</alternativeID></terminal>
<value><real>33.33</real></value></pair>
<pair>
<initial><alternativeID>a</alternativeID></initial>
<terminal><alternativeID>d</alternativeID></terminal>
<value><real>-33.33</real></value></pair>
<pair>
<initial><alternativeID>b</alternativeID></initial>
<terminal><alternativeID>a</alternativeID></terminal>
<value><real>-100.00</real></value></pair>
<pair>
<initial><alternativeID>b</alternativeID></initial>
<terminal><alternativeID>b</alternativeID></terminal>
<value><real>0.00</real></value></pair>
<pair>
<initial><alternativeID>b</alternativeID></initial>
<terminal><alternativeID>c</alternativeID></terminal>
<value><real>33.33</real></value></pair>
<pair>
<initial><alternativeID>b</alternativeID></initial>
<terminal><alternativeID>d</alternativeID></terminal>
<value><real>-33.33</real></value></pair>
<pair>
<initial><alternativeID>c</alternativeID></initial>
<terminal><alternativeID>a</alternativeID></terminal>
<value><real>-33.33</real></value></pair>
<pair>
<initial><alternativeID>c</alternativeID></initial>
<terminal><alternativeID>b</alternativeID></terminal>
<value><real>-33.33</real></value></pair>
<pair>
<initial><alternativeID>c</alternativeID></initial>
<terminal><alternativeID>c</alternativeID></terminal>
<value><real>0.00</real></value></pair>
<pair>
<initial><alternativeID>c</alternativeID></initial>
<terminal><alternativeID>d</alternativeID></terminal>
<value><real>33.33</real></value></pair>
<pair>
<initial><alternativeID>d</alternativeID></initial>
<terminal><alternativeID>a</alternativeID></terminal>
<value><real>33.33</real></value></pair>
<pair>
<initial><alternativeID>d</alternativeID></initial>
<terminal><alternativeID>b</alternativeID></terminal>
<value><real>33.33</real></value></pair>
<pair>
<initial><alternativeID>d</alternativeID></initial>
<terminal><alternativeID>c</alternativeID></terminal>
<value><real>-33.33</real></value></pair>
<pair>
<initial><alternativeID>d</alternativeID></initial>
<terminal><alternativeID>d</alternativeID></terminal>
<value><real>0.00</real></value></pair>
</pairs>
</alternativesComparisons>
<alternativesSets mcdaConcept="goodChoices">
<description>
<title>Rubis Choice Recommendation</title>
<comment>In decreasing order of determinateness. All values expressed in %. </comment>
</description>
<alternativesSet id="good_1" mcdaConcept="goodChoice">
<description>
<comment>Best choice</comment>
</description>
<element>
<alternativeID>_a_c_d_</alternativeID>
</element>
<values>
<value name="choiceSet independence"><real>100.00</real></value>
<value name="outranking"><real>100.00</real></value>
<value name="outranked"><real>66.67</real></value>
<value name="determinateness"><real>100.00</real></value>
</values>
</alternativesSet>
</alternativesSets>
<alternativesSets mcdaConcept="badChoices">
<description>
<subTitle>Potentially Bad Choices</subTitle>
<comment>All values expressed in %.</comment>
</description>
<alternativesSet id="bad_1" mcdaConcept="badChoice">
<description>
<comment>Bad choice</comment>
</description>
<element>
<alternativeID>_b_c_d_</alternativeID>
</element>
<values>
<value name="choiceSet independence"><real>100.00</real></value>
<value name="outranking"><real>66.67</real></value>
<value name="outranked"><real>100.00</real></value>
<value name="determinateness"><real>100.00</real></value>
</values>
</alternativesSet>
</alternativesSets>
</xmcda:XMCDA>
