
'zero' 
: Zero, zeroes, etc.
Classicists believe a bunch of ancient dialectic crap:
 that notions of 'empty,' 'naught,' 'nada,' 'zero,' 'null,'
etc., normatively 'exist' formally, materially, substantially,
objectively,
 that reality is closed,
 that negation
is objective,
 that reality is only posentropic, (quantum~reality
shows a minimum of four classes each of both coherence
and entropy)
 that reality holds still,
 that objects in reality are independent of one another,
 etc.
As a result they use defective dialectical reason to 'conclude'
that AA=0, 11=0, etc.
One huge Error of dialectical reason (CeodE
2008) is what Einstein
did in his bogus theories of relativity:
he divided platformvelocity by light speed as a constant in
a denominator thus creating a ratio which could become unity,
classically, a bogus divide by 'zero.'
Einstein, as do countless other classicists, routinely committed
beau coup classical, dialectical Errors of 'reason.' See our quantum~Heraclitus.
Doug  30Oct2008.
:
Zær¤, zær¤es,
zær¤ing, zær¤ings, etc.
Quantonics ch¤¤ses
t¤ c¤¤pt
classical 'zero'
amd remerq
ahll quantum comtextual
¤ccurræncæs wihth 'zær¤.'
In classical contexts we shall use 'zero.'
Ihn Quantonics/quantum comtexts wæ
shahll
usæ 'zær¤.'
Where classical 'zero' implies an ideal mathematical difference
twixt 'identical' elements of a Peanobased modulo one counting
system,
quantum 'zær¤' issi a quantum
umcærtainty ihnterrelati¤nship twixt tw¤
Planck quantons.
Ihn gænæral,
n¤ tw¤ quantons ihn
quantum ræhlihty
aræ ævær ihdæntihcal. Thus,
ihn gænæral, n¤ quantum
¤mnihfferænce ¤f
an ideal classical 'zero' may ever classically
'exist.'
Where all classical 'ones' are necessarily ideally objective
and substantial, and thus inanimate and 'objectively' identical,
n¤ (p¤sæntr¤pihc) quantum ¤næ can bæ
st¤chastihcahlly cl¤ser than
a Planck ¤mniht ¤f
læast ahcti¤n t¤
any ¤thær quantum ¤næ.
F¤r
etænsihve
dætail amd
graphic
eamples
¤f
quantum '¤næ,' sææ ¤ur
One Is the Onliest.
For an applied use of Quantonics' memeos of n¤n~zær¤nessings,
see our Quantum~Hamiltonian.
Doug  30Oct2008.
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