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Jean Sirmai
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<?xml version="1.0" encoding="UTF-8" standalone="no"?>
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<aXoris A____01_This_is_the_root_node_of_this_XML_document____The_attributes_of_this_node_and_the_following_comment_describes_its_organisation____this_node_rank_is_="1" node_03_identity="3" node_05_work_aim="5" node_07_model_comments="7" node_09_help="9" node_11_automaton_parameters="11" node_13_possible_shapes="13" node_15_state_parameters="15" node_17_initial_state="17" node_19_final_state="19" node_21_presentation="21" node_23_transformations="23" node_25_transitions="25" node_27_rule_tree_user="27" node_29_rule_tree_conditions="29" node_31_measurements="31">
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<!-- A="1"
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<aXoris> is the root node element of this XML document (class org.w3c.dom.Document)
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Its first child node (class org.w3c.dom.Node) is this comment whose rank is equal to (1)
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All the aXoris child nodes ranks are identified as attributes in the [aXoris] element.
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and under the attribute"A" at the beginning of each attributes list in each node.
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These ranks are odd numbers because each [carriage return] between them is itself a child node.
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-->
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<identity A="3" address="root/home/jean/aXoris/rebuilt/models/2015 03 D3.model" author="JS" date="2020-12-02" language="ENGLISH" name="D3_local_matrix_test" validation="false" version="0.0"/>
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<work_aim A="5" n="2">
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<translation author="J.S" date="2020/11/04" language="ENGLISH">
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Demonstrate how it is possible to modelize complex shapes and interactions
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by rewriting Geometrical Directed MultiGraphs. (gem-graph)</translation>
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<translation author="J.S" date="2020/11/04" language="FRENCH">
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Démonstration des possilités de modélisation d'objets et d'interactions complexes
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par réécriture de multigraphes géométriques orientés. (gem-graph)</translation>
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</work_aim>
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<model_comments A="7" n="2">
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<model_note author="J.S" date="2020/11/04" language="ENGLISH">
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The space is divided in cells which are all identical.
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The pavage, the dimension, the size (X,Y,Z) and the borders' properties of the space are defined before the model can be run.
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Models written in identical spaces can be added.
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Cells are always accessed by the rule in the same ordre in the neighbourhood and quivers are always accessed in the same ordre in each cell.
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The radius of the local area is defined before the model can be run. The conditions' area is larger than or equal to the assignments' area.</model_note>
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<model_note author="J.S" date="2020/11/04" language="FRENCH">
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L'espace est divisé en cellules toutes identiques.
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Le pavage, la dimension, la taille (X,Y,Z) et les propriétés des limites de l'espace sont définis avant que le modèle ne soit exécuté.
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Les modèles écrits dans des espaces identiques peuvent être additionnés.
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La règle évalue toutes les conditions de toutes les formules en parcourant toutes les cellules de l'espace local dans le même ordre
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et, dans chaque cellule, en parcourant tous les carquois dans le même ordre.
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L'espace local d'évaluation de la règle est plus étendu que ou égal à l'espace local où sont opérées les modifications.</model_note>
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<model_note author="J.S" date="2020/11/04" language="ENGLISH">Any other comment</model_note>
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</model_comments>
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<help A="9" columns="2" lines="3">
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<help_text language="ENGLISH" text="This is the specific help text of this model. 22-03-2019"/>
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<help_text language="FRENCH" text="Ceci est l'aide specifique de ce modele. 22-03-2019"/>
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<help_text language="LATIN" text="Hic iste artefactum auxilium est. XXII-III-MMIX"/>
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</help>
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<automaton_parameters A="11" arrows_can_reach_empty_cells="false" arrows_can_reach_the_cell_where_they_come_from="false" max_distance_an_arrow_can_reach="1" max_number_of_arrows_in_the_space="1000" max_number_of_arrows_per_cell="12" max_number_of_arrows_per_quiver="3" max_number_of_elementary_operations_in_a_formula="1000" max_number_of_formulas="10000" number_of_quivers_per_cell="6" the_automaton_can_modify_add_or_delete_formulas="false"/>
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<possible_shapes A="13" lines="1">
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<shape blue="0" green="0" max="0" min="0" name="red" red="200" size="2" visible="true"/>
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</possible_shapes>
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<state_parameters A="15" OX="false" OY="false" OZ="false" X="11" XO="false" Y="11" YO="false" Z="11" ZO="false" pavage="CUBES"/>
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<initial_state A="17" lines="12">
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<particle arrows="[1,0,1,0,0,0]" name="red" x="4" y="4" z="2"/>
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<particle arrows="[0,1,1,0,0,0]" name="red" x="6" y="4" z="2"/>
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<particle arrows="[1,0,0,1,0,0]" name="red" x="4" y="6" z="2"/>
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<particle arrows="[0,1,0,1,0,0]" name="red" x="6" y="6" z="2"/>
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<particle arrows="[1,0,0,0,1,0]" name="red" x="4" y="2" z="4"/>
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<particle arrows="[0,1,0,0,1,0]" name="red" x="6" y="2" z="4"/>
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<particle arrows="[0,0,1,0,1,0]" name="red" x="2" y="4" z="4"/>
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<particle arrows="[0,0,0,1,1,0]" name="red" x="2" y="6" z="4"/>
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<particle arrows="[1,0,0,0,0,1]" name="red" x="4" y="2" z="6"/>
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<particle arrows="[0,1,0,0,0,1]" name="red" x="6" y="2" z="6"/>
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<particle arrows="[0,0,1,0,0,1]" name="red" x="2" y="4" z="6"/>
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<particle arrows="[0,0,0,1,0,1]" name="red" x="2" y="6" z="6"/>
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</initial_state>
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<final_state A="19" comment="TODO Run the model starting either from the final or the initial state" lines="12"/>
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<presentation A="21" appearance="COLORED" scale_factor="100" space_unit_size="30"/>
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<transformations A="23" lines="0"/>
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<transitions A="25" number_of_formulas="3">
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<rule active="true" depth_in_conditions_tree="0" depth_in_user_tree="0" key="0" parent_in_conditions_tree="0" parent_in_user_tree="0" rand_span="0" rand_value="0" random="false" track="false" transform="0">
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<rule_comments n="1">
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<rule_note author="J.S" date="2020/05/25" language="ENGLISH"></rule_note>
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</rule_comments>
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<path n="1">
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<node/>
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</path>
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<condition n="2">
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<if n="1" o="E" x="0" y="0" z="0"/>
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<if n="1" o="N" x="0" y="0" z="0"/>
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<if n="1" o="W" x="2" y="0" z="0"/>
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<if n="1" o="N" x="2" y="0" z="0"/>
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<if n="1" o="W" x="2" y="2" z="0"/>
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<if n="1" o="S" x="2" y="2" z="0"/>
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<if n="1" o="S" x="0" y="2" z="0"/>
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<if n="1" o="E" x="0" y="2" z="0"/>
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<if n="0" o="E" x="0" y="0" z="2"/>
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<if n="0" o="W" x="2" y="0" z="2"/>
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<if n="0" o="Z" x="0" y="0" z="0"/>
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<if n="0" o="A" x="0" y="0" z="2"/>
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<if n="0" o="Z" x="2" y="0" z="0"/>
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<if n="0" o="A" x="2" y="0" z="2"/>
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</condition>
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<do n="4">
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<assign n="0" o="N" x="0" y="0" z="0"/>
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<assign n="0" o="N" x="2" y="0" z="0"/>
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<assign n="0" o="W" x="2" y="2" z="0"/>
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<assign n="0" o="S" x="2" y="2" z="0"/>
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<assign n="0" o="S" x="0" y="2" z="0"/>
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<assign n="0" o="E" x="0" y="2" z="0"/>
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<assign n="1" o="Z" x="0" y="0" z="0"/>
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<assign n="1" o="Z" x="2" y="0" z="0"/>
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<assign n="1" o="A" x="0" y="0" z="2"/>
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<assign n="1" o="A" x="2" y="0" z="2"/>
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<assign n="1" o="E" x="0" y="0" z="2"/>
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<assign n="1" o="W" x="2" y="0" z="2"/>
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</do>
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<undo n="0"/>
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<swap n="0"/>
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<name n="0"/>
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<draw n="2">
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<draw_arrow o="E" x="0" y="0" z="0"/>
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<draw_arrow o="W" x="2" y="0" z="0"/>
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<draw_arrow o="N" x="0" y="0" z="0"/>
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<draw_arrow o="N" x="2" y="0" z="0"/>
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<draw_arrow o="W" x="2" y="2" z="0"/>
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<draw_arrow o="S" x="2" y="2" z="0"/>
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<draw_arrow o="S" x="0" y="2" z="0"/>
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<draw_arrow o="E" x="0" y="2" z="0"/>
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</draw>
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</rule>
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</transitions>
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<rules_tree_user A="27" nodes="0"/>
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<rules_tree_conditions A="29" cells_access_ordre_in_the_neighbourhood="4,5,-6 -1,0,-0 0,-1,0 -0,0,-1 -1,-1,0 1,0,1 -0,1,1 156,2,-35" nodes="0" quivers_access_ordre_in_a_cell="E,W,N,S,Z,A"/>
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<measurements A="31" n="TODO Organize according to the nature and quantity of the variables measured (densities, life_spans,...)">
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<repartition n="TODO Organize according to the nature and quantity of the variables measured (densities, life_spans,...)"/>
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<correlations n="TODO Organize according to the nature and quantity of the correlations observed"/>
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<life_spans/>
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<experiences comment="TODO Should the measures be grouped according to the experiences or to the parameters (or both) ?"/>
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</measurements>
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<!-- https://openclassrooms.com/fr/courses/1766341-structurez-vos-donnees-avec-xml/1769786-les-espaces-de-noms-->
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<!-- final NodeList xxx = (NodeList) document.createElementNS(ns) <> ns = a name space specific of my documents names-->
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</aXoris>
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