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'point'
Etymology:
See Point
Etymology.
We also suggest you see Barnhart's Dictionary of Etymology.
Classical Synonyms:
- Point can take almost unlimited semantics as noun and verb.
- Key is that classical point is 'stopped,' by DesCartesian
orthodoxy. Then fathom present participle and its plural.
- etc.
Quantum Synonyms:
- Fuzzon,
- Strange attractor,
- Peaqlo,
- Ensemble attraction of QLOs,
- Energy well,
- Holographic energy well,
- etc.
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: Point
See object. A
classical 'point' is a Newtonian, actually a Cartesian, 'point'
object.
A classical point is analytical, it has state.
A classical point is lisr
and may be ideally EEMD-separated, verifiably
and validly as alone, literally per se. A classical point
is how classicists
measure reality and perform analytic calculus on reality.
A classical point 'possesses' ideal classical state: it
is classically state-ic durational. Classical points immutably
hold still.
Classicists believe they can pointedly, scalarbatively,
measure reality point-by-point, time-by-time.
Quantum ræhlihty issi abs¤lutæ flux~quantal~changæ duhrati¤nal
amd thus may n¤t bæ
measured using classical point notions and concepts.
Quantum ræhlihty can bæ ømnihtøred
using anihmatæ, flux~duhrati¤nal fuzz¤ns AKA quantum
p¤ihnts.
Banesh Hoffmann perhaps said it best, "We cannot measure
frequency [quantum flux n¤r quantum phasicity] in an instant [at a point]."
Page 153, The Strange Story of the Quantum. Our intraquote
brackets. Bergson said, "For
we can analyse a thing, but not a process;?" Page 219,
Time and Free Will. Classical analysis requires
point-by-point sampling and holding.
:
P¤ihnt
A quantum p¤ihnt issi
a fuzz¤n!
Doug - 8Jan2006.
Wæ ¤ffer a quantum mæmæo
¤f 'p¤ihnt' ihn a spiriht
¤f assisting basihc math the¤hretihcians
t¤ dævelop a n¤vel f¤umdati¤n
f¤r an ihnnovatihvæ
quantum mathæmatihcs.
A quantum 'p¤ihnt' may
bæ ¤nly ¤næ
Planck
least acti¤n quant¤n
amd iht may bæ an ænsehmble
¤f thæm. T¤¤,
iht may bæ an ænsehmble ¤f c¤mplex wavæs
(e.g., a wavæ fumcti¤n). Each
lihnæ ihn
a fuzz¤n may bæ a
QLO
(attrahcted) amd iht
may bæ QLOless (unattracted); i.e., an attractor's emergent
monism, we believe it is apropos to view QLO attraction as OEDCyclic; see our
Ensemble
Attractors and read text there). Ræcahll,
"wavæs aræ st¤chastihc ¤mnistrihbuti¤ns."
A Planck læast ahcti¤n
issi a wavæ! A Planck læast ahcti¤n
issi quantum ræhlihty's
sihmplest wavæ. Iht
issi a sihmplest QLO.
A quantum p¤ihnt, ihn ihts
guise as a quanton, ræpresænts, genærahlly, ænsehmblings
¤f QLO ¤mnihfferæncings,
i.e., what wæ cahll
phasihcihtyings.
N¤tihce:
Ihf a QLO issi attrahcted
iht wihll
have a, e.g., Gaussian ¤mnistrihbuti¤n; ihf
a QLO issi umattrahcted (ihn a sænse iht
issi n¤ l¤nger a QLO; iht
issi ¤nly a (is¤)fuzz¤nihc
lihnæ) iht
wihll n¤nappæar as
a
classical 'straight' unaffected line.
Ræhdærs may fath¤m h¤w
fuzz¤n ¤nt¤l¤gies aræ extra¤hrdinarily n¤n
classical.
Sææ ¤ur
isox
¤mniscrihpti¤ns at ¤ur c¤ihned quantonics tærms pagæ.
A quantum 'p¤ihnt' by
ihtsælf, gænuinely pær
se, ihts quantum c¤mplæmænt
issi ihts comjugal c¤mplæmænt,
i.e., n¤nahctualihty.
Wæ can think ¤f saihd p¤ihnt
as an quanton(n¤nahctualihty,ahctualihty)
e æmplar.
Sææ ¤ur
is¤fuzz¤n.
A quantum p¤ihnt
has abs¤lutæ quantum
anihmacy amd arbihtrary
spathial ¤mnistrihbuti¤n.
A quantum p¤ihnt issi
sup(er,ra)~N~c¤mplexings lihkælih¤¤d ¤mnistrihbuti¤nings. Wæ als¤
cahll iht
a
fuzz¤n.
Als¤ sææ
lihnæ.
Studænts ¤f Quantonics amd ræhdærs~visiht¤rs
sh¤uld n¤w bæ kæænly apprised
that wæ n¤w, f¤r
fihrst tihmæ
ihn Quantonics' hist¤ry,
using pr¤t¤pr¤æmial quantum anahlogues ¤f p¤ihnt
amd lihnæ, have
mæans t¤ ahctuahlly d¤ physial
quantum~scihæntihfihc w¤rk using quantonic mæmæ¤tihcs. Wæ can n¤w læave,
jump, læap, fly, swim ¤ut ¤f
classical
science's legacy church
of objective reasonings (COORs). 
Wouldn't Leibnitz love this? Mayhaps he does.
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