The meaning of logic
The word logic is derived from the ancient Greek logiké (tekhnē) ‘(art/craft) of
reason, from logos ‘word, reason’. The word reason is derived from the Old French raison from the Latin reri ‘consider’
and taken to mean (sic) ‘to think, understand, form
a judgement’. All nice but woolly. The notion of
logic becomes less woolly if it is
understood to mean @min. entropy. In short, logic
happens as a set of rules (or forces, as in art) that generates (indeed
selects according to its rules) order from dis-order, a logic unit or quantum
happening when @min. entropy is achieved. In everyday
terms that means logic is a set of
rules that brings about completion (i.e. @1 ≈ enstasy)
status. Or, the rules set called logic
serves to eliminate incompletion. A
self-complete unit, simple or complex, is called perfect because wholly
self-logic. Self-perfect, hence logic units ‘wait’
as virtual (thus random) events for contact with another
logic or non-logic unit, hence are unreal and unidentifiable; for instance a
knife ‘waiting’ for something to cut. Upon contact with an alternate
self-perfect thus logic unit, for instance when a knife cuts something, a
logic unit, if simple, becomes (in fact ‘is@) real and, if complex both real
and identifiable. A simple
self-complete (i.e. perfect) but other incomplete, hence virtual logic unit,
i.e. a random event or quantum, is symbolised as 1c, whereby c is taken to
mean @max. (instant) contact rate/speed in a
relativity vacuum. A complex logic unit is symbolised as 1(1,1,1,1,1 to n)c. A simple
self-simple – self-other complete, hence actual (because real) logic unit is
symbolised as 1c2 because contact/collision/strike happens between
two 1c’s in a relativity vacuum. In everyday
terms, logic selects perfect
(hence @min. entropy, hence complete because enstatic) order in any unordered
environment. A thing is virtually logic if self-complete (i.e. perfect) and actually logic
self-other complete (i.e. fulfilled, goal achieved). © 2016 Victor Langheld |