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Original Articles

Synchronous versus conjunctive binding: a false dichotomy?

Pages 111-130 | Received 22 Jun 2006, Published online: 05 Jun 2007

Figures & data

Figure 1. A triplet; the simplest form of binary sub-tree.

Figure 1. A triplet; the simplest form of binary sub-tree.

Figure 2. A complete binary tree having eight leaf nodes.

Figure 2. A complete binary tree having eight leaf nodes.

Figure 3. The implementation of a virtual node. Node A is a leaf of one sub-tree and B is the root of another sub-tree. A and B both connect with a CBN that is represented by a diamond shape.

Figure 3. The implementation of a virtual node. Node A is a leaf of one sub-tree and B is the root of another sub-tree. A and B both connect with a CBN that is represented by a diamond shape.

Figure 4. A complete binary tree whose internal nodes (X and Y) are shown in their ‘virtual’ form.

Figure 4. A complete binary tree whose internal nodes (X and Y) are shown in their ‘virtual’ form.

Figure 5. The virtual internal nodes of are here replaced by their ‘implemented versions’. That is, each of X and Y from would actually be a set of three nodes involving a CBN with linkage.

Figure 5. The virtual internal nodes of figure 4 are here replaced by their ‘implemented versions’. That is, each of X and Y from figure 4 would actually be a set of three nodes involving a CBN with linkage.

Figure 6. Displayed here is the result of removing the leftmost sub-tree of .

Figure 6. Displayed here is the result of removing the leftmost sub-tree of figure 4.

Figure 7. Role nodes are shown as white circles. Filler nodes are shaded circles. The black diamond-shaped nodes are CBNs. Only four of the 16 CBNs are displayed here.

Figure 7. Role nodes are shown as white circles. Filler nodes are shaded circles. The black diamond-shaped nodes are CBNs. Only four of the 16 CBNs are displayed here.

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