<?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">

  <projectReference>
    <title>Rubis Best Choice Recommendation</title>
    <subTitle>Performance Tableau in XMCDA format.</subTitle>
    <author>digraphs Module (RB)</author>
    <version>saved from Python session</version>
  </projectReference>
    
  <methodParameters id="Rubis" name="Rubis best choice method" mcdaConcept="methodData">
    <description>
      <subTitle>Method data</subTitle>
      <comment>Rubis best choice recommendation in XMCDA format.</comment>
      <version>1.0</version>
    </description>
    <parameter name="variant">
      <value><label>standard</label></value>
    </parameter>
    <parameter name="valuationType">
      <value><label>bipolar</label></value>
    </parameter>
  </methodParameters>
    
  <alternatives mcdaConcept="actions">
    <description>
      <title>List of Alternatives</title>
      <subTitle>Potential decision actions.</subTitle>
    </description> 
    <alternative id="a01" name="random expensive decision action" mcdaConcept="action">
      <type>real</type>
      <active>true</active>
    </alternative>
    <alternative id="a02" name="random expensive decision action">
      <type>real</type>
      <active>true</active>
    </alternative>
    <alternative id="a03" name="random neutral decision action">
      <type>real</type>
      <active>true</active>
    </alternative>
  </alternatives>
    
  <criteria>
    <description>
      <title>Rubis family of criteria.</title>
    </description>
    
    <criterion id="g01" name="random benefit criterion">
      <active>true</active>
      <scale>
        <qualitative>
          <rankedLabel>
            <rank>1</rank>
            <label>good</label>
          </rankedLabel>
          <rankedLabel>
            <rank>2</rank>
            <label>medium</label>
          </rankedLabel>
          <rankedLabel>
            <rank>3</rank>
            <label>bad</label>
          </rankedLabel>
        </qualitative>
      </scale>
      <thresholds>
        <threshold mcdaConcept="ind">
          <constant>
            <real>0.61</real>
          </constant>
        </threshold>
        <threshold mcdaConcept="pref">
          <constant>
            <real>20.17</real>
          </constant>
        </threshold>
        <threshold mcdaConcept="veto">
          <constant>
            <real>98.61</real>
          </constant>
        </threshold>
      </thresholds>
    </criterion>
        
    <criterion id="g02" name="random cost criterion">
      <active>true</active>
      <scale>
        <quantitative>
        <preferenceDirection>min</preferenceDirection>
          <minimum>
            <real>0.00</real>
          </minimum>
          <maximum>
            <real>100.00</real>
          </maximum>
        </quantitative>
      </scale>
      <thresholds>
        <threshold mcdaConcept="ind">
          <constant>
            <real>19.81</real>
          </constant>
        </threshold>
        <threshold mcdaConcept="pref">
          <constant>
            <real>21.58</real>
          </constant>
        </threshold>
        <threshold mcdaConcept="veto">
          <constant>
            <real>98.33</real>
          </constant>
        </threshold>
      </thresholds>
    </criterion>
  </criteria>

  <criterionValue mcdaConcept="Majority threshold">
    <value><real>0.5</real></value>
  </criterionValue>
    
  <criteriaValues mcdaConcept="Importance" name="significance">
    <criterionValue>
      <criterionID>g01</criterionID>
      <value>
        <real>1.00</real>
      </value>
    </criterionValue>
    <criterionValue>
      <criterionID>g02</criterionID>
      <value>
        <real>1.00</real>
      </value>
    </criterionValue>
  </criteriaValues>

  <criteriaMatrix mcdaConcept="correlationTable">
    <description>
      <title>Ordinal Criteria Correlation Index</title>
      <comment>Generalisation of Kendall's tau to nested homogeneous semiorders.</comment>
    </description>
    <row>
      <criterionID>g01</criterionID>
      <column>
        <criterionID>g01</criterionID>
        <value>
          <real>1.00</real>
        </value>
      </column>
      <column>
      <criterionID>g02</criterionID>
        <value>
          <real>-0.33</real>
        </value>
      </column>
    </row>
    <row>
      <criterionID>g02</criterionID>
      <column>
        <criterionID>g01</criterionID>
        <value>
          <real>-0.33</real>
        </value>
      </column>
      <column>
        <criterionID>g02</criterionID>
        <value>
          <real>1.00</real>
        </value>
      </column>
    </row>
  </criteriaMatrix>
    
  <alternativesSets mcdaConcept="choices">
    <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>a03</alternativeID>
      </element>
      <value name="good choice scheme">
        <imageRef>http://mysite.com/myscheme.jpg</imageRef>
      </value>
      <values name="qualities">
        <value name="choiceSet independence">
          <real>100.00</real>
        </value>
        <value name="outranking">
          <real>74.00</real>
        </value>
        <value name="outranked">
          <real>0.00</real>
        </value>
        <value name="determinateness">
          <real>75.00</real>
        </value>
      </values>
    </alternativesSet>
  </alternativesSets>
      
  <alternativesComparisons mcdaConcept="outrankingDigraph" name="Stilde">
    <description>
      <title>Bipolar-valued Outranking Relation</title>
      <comment>Rubis Choice Recommendation Relation</comment>
    </description>
    <valuation mcdaConcept="bipolar">
      <description>
        <subTitle>Valuation Domain</subTitle>
      </description>
      <quantitative>
        <preferenceDirection>max</preferenceDirection>
        <minimum>
          <real>-100</real>
        </minimum>
        <maximum>
          <real>100</real>
        </maximum>
      </quantitative>
    </valuation>
    <pairs>
      <pair>
        <initial>
          <alternativeID>a01</alternativeID>
        </initial>
        <terminal>
          <alternativeID>a02</alternativeID>
        </terminal>
        <value>
          <real>100.00</real>
        </value>
      </pair>
      <pair>
        <initial>
          <alternativeID>a01</alternativeID>
        </initial>
        <terminal>
          <alternativeID>a03</alternativeID>
        </terminal>
        <value>
          <real>0.00</real>
        </value>
      </pair>
      <pair>
        <initial>
          <alternativeID>a02</alternativeID>
        </initial>
        <terminal>
          <alternativeID>a01</alternativeID>
        </terminal>
        <value>
          <real>0.00</real>
        </value>
      </pair>
      <pair>
        <initial>
          <alternativeID>a02</alternativeID>
        </initial>
        <terminal>
          <alternativeID>a03</alternativeID>
        </terminal>
        <value>
          <real>-100.00</real>
        </value>
      </pair>
      <pair>
        <initial>
          <alternativeID>a03</alternativeID>
        </initial>
        <terminal>
          <alternativeID>a01</alternativeID>
        </terminal>
        <value>
          <real>50.00</real>
        </value>
      </pair>
      <pair>
        <initial>
          <alternativeID>a03</alternativeID>
        </initial>
        <terminal>
          <alternativeID>a02</alternativeID>
        </terminal>
        <value>
          <real>100.00</real>
        </value>
      </pair>
    </pairs>
  </alternativesComparisons>
    
  <performanceTable id="rubis">
    <description>
      <title>Rubis Performance Table</title>
    </description>
    <alternativePerformances>
      <alternativeID>a01</alternativeID>
      <performance>
        <criterionID>g01</criterionID>
        <value>
          <real>72.10</real>
        </value>
      </performance>
      <performance>
        <criterionID>g02</criterionID>
        <value>
          <real>82.62</real>
        </value>
      </performance>
    </alternativePerformances>
    <alternativePerformances>
      <alternativeID>a02</alternativeID>
      <performance>
        <criterionID>g01</criterionID>
        <value>
          <real>4.74</real>
        </value>
      </performance>
      <performance>
        <criterionID>g02</criterionID>
        <value>
          <real>78.84</real>
        </value>
      </performance>
    </alternativePerformances>
    <alternativePerformances>
      <alternativeID>a03</alternativeID>
      <performance>
        <criterionID>g01</criterionID>
        <value>
          <real>62.88</real>
        </value>
      </performance>
      <performance>
        <criterionID>g02</criterionID>
        <value>
          <real>25.69</real>
        </value>
      </performance>
    </alternativePerformances>
  </performanceTable>
    
    <alternativesLinearConstraints>
    	<constraint>
    		<element>
    		  <alternativeID>c1</alternativeID>
    			<coefficient><integer>2</integer></coefficient>
    		</element>
    		<element>
    		  <alternativeID>c2</alternativeID>
    			<coefficient><integer>-1</integer></coefficient>
    		</element>
    		<element>
    		  <alternativeID>c3</alternativeID>
    			<coefficient><real>4.5</real></coefficient>
    		</element>
    	  <rhs><integer>47</integer></rhs>
    		<operator>leq</operator>
    	</constraint>
    </alternativesLinearConstraints>
    
</xmcda:XMCDA>
