¶ Minimum Awareness Model (1)
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Index Entry
Minimum Awareness Model:
"From Euler we know that the number of locally identified minimum entities called points plus the number of separate areas equals the number of lines plus the number two. In minimum awareness we have two identified entities which, being local points, must have directional fixedness against the background of nothingness. Ergo, in minimum awareness two points plus one area of nothingness have one inherent line of most economical interrelationship between the two points, which two points plus one area equal the number of lines.
"The Euler ‘plus one’ abstractly accommodates two in the minimum awareness model:
point + area = lines + 2
2 + 1 = 1 + 2
3 = 3
Three of two kinds = three of two other kinds = six of four kinds = the six vector edge relationships existing between the four different event-point fixes. Points are subdifferentiable systems; i.e. microsystems of event points too far apart to resolve. Areas are supradifferentiable systems; i.e., macrosystems of event points too far apart to resolve. The nothingness area is one unbounded by any visible closed"
