Law of Requisite Parsimony: Difference between revisions

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The '''Law of Requisite Parsimony''' is of the seven laws of the [[Science of Dialogic Design]].  
The '''Law of Requisite Parsimony''' is of the seven laws of the [[Science of Dialogic Design]].  


==On the meaning of the terms==
===On the meaning of the terms===
'''Requisite''' is a thing that is necessary for the achievement of a specified end.  Something that is indispensable; a requirement. For example Algebra is a requisite for taking calculus.
'''Requisite''' is a thing that is necessary for the achievement of a specified end.  Something that is indispensable; a requirement. For example Algebra is a requisite for taking calculus.
'''Parsimony''' is ''the quality of being very unwilling to spend money''. In the context of discussing complex problems, the meaning is about being careful not to overload the cognitive abilities of the participants. The Greek term that best fits the meaning is ''φειδώ'' (Example: Η κατανάλωση νερού και ρεύματος, πρέπει να γίνεται με φειδώ).  
'''Parsimony''' is ''the quality of being very unwilling to spend money''. In the context of discussing complex problems, the meaning is about being careful not to overload the cognitive abilities of the participants. The Greek term that best fits the meaning is ''φειδώ'' (Example: Η κατανάλωση νερού και ρεύματος, πρέπει να γίνεται με φειδώ).  
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===Attributions===
===Attributions===
The law is attributed to Miller <ref>Miller, G. A. 1956. The magical number seven, plus or minus two: Some limitations on our capacity
for processing information. Psychology Review 63:81–97.</ref> who published a paper in 1956 in which he documented for the first time one of the greatest bottlenecks of the human brain.


Miller 1956
Later, in 1988 Warfield <ref>Warfield, J. N. 1988. The magical number three, plus or minus zero. Cybernetics and Systems 19:339–358</ref> applied this notion in the context of groups of people discussing a complex problem.
Warfield 1988


bounded rationality
bounded rationality
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Miller, G. A. 1956. The magical number seven, plus or minus two: Some limitations on our capacity
 
for processing information. Psychology Review 63:81–97.
==Citations==
Warfield, J. N. 1988. The magical number three, plus or minus zero. Cybernetics and Systems
{{Reflist}}
19:339–358.