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  4. f(n)=3n°π Now THIS is String Theory : (E=mc²)=False?
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f(n)=3n°π Now THIS is String Theory : (E=mc²)=False?

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Offline Ve9aPrim3 (OP)

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f(n)=3n°π Now THIS is String Theory : (E=mc²)=False?
« on: 15/03/2018 19:17:44 »
First: Read the following
http://www.quantumspaceelements.com


* f(n)=3n°π.png (13.5 kB . 947x554 - viewed 3598 times)
I was SO close! This is it for sure. THIS is how to quantize time.

f(x)=y being a standard 2D Matrix          x by y
f(n)=3n°π being a 4D Binary Matrix    3n° by ±π
3n° = (txy)°
±π  = ±z

There are naturally two values to π. And we have overlooked that fact.
IF
π = Circumference of a Circle to its Unite Square
THEN
±π = Outer Circumference / Inner Circumference
Ergo.
+π-π≠|0|
+π-π≈ 0 or =±0 (I use ± as "Give or Take" or "Approximately")
The "Zero Point" Being |0| instead of ±0

I.E.
 |0| = 0
±0 ≠ |0|
±0 = 0.(∞0)1 ≈ 0 ≠ |0|

f(n)=3n°π

Polar plot at the moment Time began

* Polar Plot.png (23.79 kB . 786x545 - viewed 3567 times)

Also.. apparently (E=mc²)=False?

* E=mc^2=False.png (9.04 kB . 894x356 - viewed 3406 times)

We got this.
 ;D

* f(n)=3n°+-π.png (6.15 kB, 409x185 - viewed 508 times.)
« Last Edit: 18/03/2018 18:26:37 by Ve9aPrim3 »
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Offline Bored chemist

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Re: f(n)=3n°π Now THIS is String Theory
« Reply #1 on: 15/03/2018 19:29:38 »
Would you like to add anything to that post, for example, some meaning?
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Offline Ve9aPrim3 (OP)

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Re: f(n)=3n°π Now THIS is String Theory
« Reply #2 on: 15/03/2018 19:38:33 »
Quote from: Bored chemist on 15/03/2018 19:29:38
Would you like to add anything to that post, for example, some meaning?

I'd love to but... All I can say is I "see" the code in my head.
f(x)=y being a standard 2D Matrix          x by y
f(n)=3n°π being a 4D Binary Matrix    3n° by ±π
3n° = (txy)°
±π  = ±z

There are naturally two values to π. And we have overlooked that fact.
IF
π = Circumference of a Circle to its Unite Square
THEN
±π = Outer Circumference / Inner Circumference
Ergo.
+π-π≠|0|
+π-π≈ 0 or =±0 (I use ± as "Give or Take" or "Approximately")
The "Zero Point" Being |0| instead of ±0

I.E.
 |0| = 0
±0 ≠ |0|

±0 = 0.0000000000000000000000000000000000000000000000000000000001 ≈ 0 ≠ |0|
« Last Edit: 15/03/2018 20:29:49 by Ve9aPrim3 »
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