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Topic: Riemann hypothesis - Proof (Read 2342 times)

hero member
Activity: 658
Merit: 500
February 05, 2015, 08:39:24 AM
#28
Existential development could subdue “economics” (R2D221) and render it “nought.”

Even if you were right (which I don't think), that wouldn't happen over night and we would still need economics for many years to come. And as such, this proof still does nothing to explain supply and demand of other concepts of economics.
sr. member
Activity: 378
Merit: 250
Knowledge could but approximate existence.
February 05, 2015, 01:47:41 AM
#27
. . .

Hyperreality (whereof, possession is an element) is characteristic of a more primitive sentience.

I still don't get how this relates to economics at all.

Existential development could subdue “economics” (R2D221) and render it “nought.”
hero member
Activity: 658
Merit: 500
February 05, 2015, 01:41:01 AM
#26
Hyperreality (whereof, possession is an element) is characteristic of a more primitive sentience.

I still don't get how this relates to economics at all.
hero member
Activity: 658
Merit: 500
February 05, 2015, 01:37:12 AM
#25
Please don't change my question marks.
sr. member
Activity: 378
Merit: 250
Knowledge could but approximate existence.
February 05, 2015, 01:31:51 AM
#24
. . .

If earthly humanity could reach the point of proving that hypothesis, it would transcend “supply and demand” (Possum577).

But, would it explain it?

Yes: “Monkey see, monkey do.”

What??

Hyperreality (whereof, possession is an element) is characteristic of a more primitive sentience.
hero member
Activity: 658
Merit: 500
February 05, 2015, 01:13:20 AM
#23
Yes: “Monkey see, monkey do.”

What??
hero member
Activity: 658
Merit: 500
sr. member
Activity: 378
Merit: 250
Knowledge could but approximate existence.
February 05, 2015, 12:51:19 AM
#21
How does this mathematical theory serve as a predictor for the human action of supply and demand, which directly impacts the price?

If earthly humanity could reach the point of proving that hypothesis, it would transcend “supply and demand” (Possum577).

But, would it explain it?

Yes: “Monkey see, monkey do.”
hero member
Activity: 658
Merit: 500
February 05, 2015, 12:49:37 AM
#20
How does this mathematical theory serve as a predictor for the human action of supply and demand, which directly impacts the price?

If earthly humanity could reach the point of proving that hypothesis, it would transcend “supply and demand” (Possum577).

But, would it explain it?
sr. member
Activity: 378
Merit: 250
Knowledge could but approximate existence.
February 05, 2015, 12:48:34 AM
#19
How does this mathematical theory serve as a predictor for the human action of supply and demand, which directly impacts the price?

If earthly humanity could reach the point of proving that hypothesis, it would transcend “supply and demand” (Possum577).
sr. member
Activity: 434
Merit: 250
Loose lips sink sigs!
February 05, 2015, 12:45:34 AM
#18
How does this mathematical theory serve as a predictor for the human action of supply and demand, which directly impacts the price?
sr. member
Activity: 434
Merit: 250
Loose lips sink sigs!
February 05, 2015, 12:41:16 AM
#17
IF the OP doesn't have time to summarize the articles and share his opinion on them then I don't think we have the time to do the same.
sr. member
Activity: 378
Merit: 250
Knowledge could but approximate existence.
February 05, 2015, 12:37:32 AM
#16

Code:
( ∀𝑥 𝑥 ∈ (0⁺, *0⁻) )  ⇒  [( 0 ± 𝑥 = {0⁻ − 𝑥, 0⁺ + 𝑥} = {−𝑥, 𝑥} ) ∧ ( *0 ± 𝑥 = {*0⁺ + 𝑥, *0⁻ − 𝑥} = {−*𝑥, *𝑥} )]

It is not “an infinity point” (coric), for such a point would not accomodate conventional mathematics’ “hyperreal numbers.” Instead, it is an origin—one that has been missed sorely.

The "point" is the one which you add to the complex plane to make the sphere ^C (can't post correct symbol on my phone). Guess after whom it is named Wink
And hyperteal numbers? The Riemann zeta function is defined on the complex plane! You can't even formulaze the hypothesis in some set where you add some funny infinitesimals to the real numbers in order to make 1/x somehow more pleasing. In complex analysis that's already as simple as it can get.

Code:
( ∀𝑥 𝑥 ∈ (0⁺, *0⁻) )  ⇒  ( 𝜉(*0 ± 𝑥) = ½[½ + 𝑖(*0 ± 𝑥)]([½ + 𝑖(*0 ± 𝑥)] − 1)𝜋^(−[½ + 𝑖(*0 ± 𝑥)] ÷ 2)Γ([½ + 𝑖(*0 ± 𝑥)] ÷ 2)𝜁(½ + 𝑖(*0 ± 𝑥)) ≟ 0 )

You were saying?
hero member
Activity: 658
Merit: 500
February 04, 2015, 11:55:18 AM
#15
The Riemann hypothesis has nothing to do with Bitcoin, at all.

This should go in Off-Topic.
member
Activity: 169
Merit: 10
ExToke - Fee Free Trading
February 04, 2015, 02:51:31 AM
#14

Code:
( ∀𝑥 𝑥 ∈ (−0, 0) )  ⇒  ( −0 ± 𝑥 = {−𝑥, 𝑥} ) ∧ ( 0 ± 𝑥 = {0⁻ + 𝑥, 0⁺ − 𝑥} )

It is not “an infinity point” (coric), for such a point would not accomodate conventional mathematics’ “hyperreal numbers.” Instead, it is an origin—one that has been missed sorely.
The "point" is the one which you add to the complex plane to make the sphere ^C (can't post correct symbol on my phone). Guess after whom it is named Wink
And hyperteal numbers? The Riemann zeta function is defined on the complex plane! You can't even formulaze the hypothesis in some set where you add some funny infinitesimals to the real numbers in order to make 1/x somehow more pleasing. In complex analysis that's already as simple as it can get.
sr. member
Activity: 378
Merit: 250
Knowledge could but approximate existence.
February 03, 2015, 09:11:33 PM
#13
So, you're trying to reinvent limits? Nice, but you're some centuries late in that.

Yes, the singularity of 1/x can be "removed", even on the complex plane if you add an infinity point to make it a sphere, it becomes a simple reflection
Now Riemann's function is a wee bit more difficult Wink


Code:
( ∀𝑥 𝑥 ∈ (0⁺, *0⁻) )  ⇒  [( 0 ± 𝑥 = {0⁻ − 𝑥, 0⁺ + 𝑥} = {−𝑥, 𝑥} ) ∧ ( *0 ± 𝑥 = {*0⁺ + 𝑥, *0⁻ − 𝑥} = {−*𝑥, *𝑥} )]

It is not “an infinity point” (coric), for such a point would not accomodate conventional mathematics’ “hyperreal numbers.” Instead, it is an origin—one that has been missed sorely.
member
Activity: 169
Merit: 10
ExToke - Fee Free Trading
February 03, 2015, 06:38:46 AM
#12
And if you had a proof, you'd be at least a million dollar richer. Why are you posting that here?
member
Activity: 169
Merit: 10
ExToke - Fee Free Trading
February 03, 2015, 06:37:04 AM
#11
So, you're trying to reinvent limits? Nice, but you're some centuries late in that.

Yes, the singularity of 1/x can be "removed", even on the complex plane if you add an infinity point to make it a sphere, it becomes a simple reflection
Now Riemann's function is a wee bit more difficult Wink
legendary
Activity: 1143
Merit: 1000
February 02, 2015, 02:13:26 PM
#10
I don't have time to study this in detail, and it seems to be off topic of Economics and perhaps belongs in the Technical discussion thread.

But if there is breakthrough on the dimensionality of primes, this could potentially have major implications on cracking public-key cryptography.

Please define dimensionality of primes.

if people actually found a formula to determine every prime then we couldnt use them for cryptography since it would be easy to determine any given primer number on the sequence and then it would break most of the cryptography that relies on the factorization problem, it was proven by Euclid that there are infinte prime numbers.

https://primes.utm.edu/notes/proofs/infinite/euclids.html
http://en.wikipedia.org/wiki/Integer_factorization
member
Activity: 106
Merit: 10
yes, sometimes I'm a cynical SOB
January 31, 2015, 10:33:41 PM
#9
I don't understand sh*t of what you just said, but it looks important Smiley

it's not... full of baloney
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