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Unit 9: Weak Slot and Filler Structures




          Partitioned Networks Partitioned Semantic Networks permit for:                        Notes
              Propositions to be made without assurance to truth.
              Expressions to be measured.



             Did u know?  Basic idea: Break network into spaces which comprise groups of nodes and arcs and
             consider each space as a node.
          Consider the following: Symon thinks that the earth is flat. We can predetermine the proposition
          the earth is flat in a space and inside it have nodes and arcs to symbolize the fact (Figure 9.7).
          We can the have nodes and arcs to relate this space the rest of the network to signify Symon’s
          belief.

                                    Figure  9.7:  Partitioned  Network


























          Now consider the measured expression: Every parent loves their child To symbolize this we:

              Produce a general statement, GS, special class.
              Make node g an instance of GS.
              Every element contains at least 2 attributes:

                   a form that specifies which relation is being emphasized.
                   one  or more  forall (  )  or  exists ()  connections — these  symbolize universally
                    quantifiable variables in such statements  e.g. x, y in   x: parent(x) y:child(y)  
                    loves(x,y)
          Now we have to create two spaces one for each x,y.




             Notes  We can articulate variables as existentially qualified variables and articulate the event
             of love having an agent p and receiver b for each parent p which could abridge the network.
          Also If we modify the sentence to Every parent loves child then the node of the object being acted
          on (the child) occurs outside the form of the common statement. Thus it is not observed as an



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