Difference between revisions of "Zero element"

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*The leftmost zero element, below a downward [[OR node]], indicates that instead of "always" or "often", there may be a null output, i.e., nothing.
 
*The leftmost zero element, below a downward [[OR node]], indicates that instead of "always" or "often", there may be a null output, i.e., nothing.
 
*The next element shows that there could be "have-en" or nothing.
 
*The next element shows that there could be "have-en" or nothing.
*The next element, above the downward [[AND node]], shows the third of three possible outputs:
+
*The next element, above the downward [[AND node]], shows the third of three possible outputs: (1) be-ing-go-to followed by have-en; (2) be-ing-go-to followed by nothing; (3) nothing at all.
**be-ing-go-to followed by have-en.
 
**be-ing-go-to followed by nothing.
 
**Nothing at all.
 
 
*The rightmost zero element shows three possibilities: be-ing, be-able-to, or nothing.
 
*The rightmost zero element shows three possibilities: be-ing, be-able-to, or nothing.
  

Revision as of 02:55, 11 February 2018

The zero element in relational network notation is represented by a small circle at the end of a line. Impulses moving to a zero element disappear; and an impulse may move from a zero element to the connecting line at any time.

Example

A fragment of English lexotactics, showing four examples of the zero element. Diagram by JPS from Lamb 1966.

In the diagram, four examples of the zero element occur.

  • The leftmost zero element, below a downward OR node, indicates that instead of "always" or "often", there may be a null output, i.e., nothing.
  • The next element shows that there could be "have-en" or nothing.
  • The next element, above the downward AND node, shows the third of three possible outputs: (1) be-ing-go-to followed by have-en; (2) be-ing-go-to followed by nothing; (3) nothing at all.
  • The rightmost zero element shows three possibilities: be-ing, be-able-to, or nothing.

Sources

  • Lamb, Sydney M. 1966. Outline of Stratificational Grammar. Washington DC: Georgetown University Press.