Package org.opennars.language

Term hierarchy in Narsese Open-NARS implements the following formal language, Narsese.
            <sentence> ::= <judgment>
                         | <question>
            <judgment> ::= <statement> <truth-value>
            <question> ::= <statement>
           <statement> ::= <<term> <relation> <term>>
                         | <compound-statement>
                         | <term>
                <term> ::= <word>
                         | <variable>
                         | <compound-term>
                         | <statement>
            <relation> ::= -->    // Inheritance
                         | <->    // Similarity
                         | {--    // Instance
                         | --]    // Property
                         | {-]    // InstanceProperty
                         | ==>    // Implication
                         | <=>    // Equivalence
  <compound-statement> ::= (-- <statement>)                 // Negation
                         | (|| <statement> <statement>+)    // Disjunction
                         | (&& <statement> <statement>+)    // Conjunction
       <compound-term> ::= {<term>+}    // SetExt
                         | [<term>+]    // SetInt
                         | (& <term> <term>+)    // IntersectionExt
                         | (| <term> <term>+)    // IntersectionInt
                         | (- <term> <term>)     // DifferenceExt
                         | (~ <term> <term>)     // DifferenceInt
                         | (* <term> <term>+)    // Product
                         | (/ <term>+ _ <term>*)    // ImageExt
                         | (\ <term>+ _ <term>*)    // ImageInt
            <variable> ::= <independent-var>
                         | <dependent-var>
                         | <query-var>
     <independent-var> ::= $[<word>]
       <dependent-var> ::= #<word>
           <query-var> ::= ?[<word>]
                <word> : string in an alphabet
         <truth-value> : a pair of real numbers in [0, 1] x (0, 1)
 

Major methods in the Term classes:

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