No.17272[Last 50 Posts]
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No.17273
It's so simple with super math!
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No.17274
>>17273
Just look at this identity
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No.17275
Prepare for superman thread
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No.17276
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No.17277
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No.17278
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No.17279
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No.17280
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No.17282
Any questions about geometric probability?
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No.17283
Yes, solving this is considered a super power. Should I cover division by zero next?
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No.17284
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No.17285
Because of my AIDS infection, I did this...
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No.17286
>>17272
Bretty impressive, but now watch this.
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No.17301
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No.17410
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No.17423
>>17286
Can someone who knows maths tell me if that formula works and if it does why hasn't anyone used it to go to other dimensions??
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No.17429
>>17423
>he doesn't know the formula that closes the portal for retards who just read formulae out of comic-books
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No.17433
>>17423
:/ It has nothing to do with walking through walls. It describes a line that shadows a squared difference between two random variables multiplied by the square root of time plus some undescribed amount of information.
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No.17434
>>17279
This equation asks a simple question. To understand the question requires some explaining.
Imagine this number asks what does it mean to take 2 to the infinitive power?
That means taking 2 times 2... times 2.... times 2... times 2.... forever and ever. What does that look like? How fast can you do it? Lets say you can do it as fast as possible.
We then consider what would it mean if we just added the smallest number possible to be conceivable to that and did the same thing? What number would we get?
The answer is that theres a predictable change in that number according to that very very very tiny change in number size.
This describes the top part of the equation. Its 2 plus the smallest number multiplied by itself infinitely.
The bottom number describes two times two times two... etc for infinity. Now the equation is describing the difference between two to the infinity with the smallest difference to the power of infinity compared to two to the infinity.
The difference between them is the square root of a special number known as Euler's constant.
https://en.wikipedia.org/wiki/E_(mathematical_constant)
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No.17435
>>17280
Now whats interesting about super mathematics is passing the limits past the infinite.
We will notice a simple pattern for the difference between 3 plus the smallest number possible taken to the power of infinity divided by 3 to the infinity and so on for each number.
This equation describes the beginning of the equations and the sequence that leads to an interesting relationship.
The absolute difference between all numbers with the smallest number added to it taken to the infinitive power and all numbers to the infinitive power is always >>17273
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No.17438
>>17434
Now, speaking about super mathematics.
When we try and take the limit of all these numbers (3+1/x)^3/3^x, (4+1/x)^4/4^x... etc we find they add up to e^(1/3) and e^(1/4) and it continues on and on so that (5+1/x)^5/5^x is e^(1/5) and (6+1/x)^6/6^x...etc as x goes to infinity is the corresponding e^(1/5) and e^(1/6).
Now when we start considering what super math means we think about multiplying these numbers taken to infinity together and trying to make sense out of it.
We now know that multiplying these things together is the same as saying e^(1/3+1/4+1/5+1/6...) which is the sum of all fractions and a divergent series intimately related with the Riemann zeta function.
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No.17440
>>17438
Once we look at the maximum power of all numbers we will find a sequence of numbers thats a constant challenge in modern mathematics. That is, what number represents adding together all possible fractions?
You have to ask yourself what does it mean to add together every possible size and piece of a pie thats possible forever and ever.
The answer is that it approaches a magical number named log_e(10).
Now why would it do such a thing you ask?
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No.17441
>>17440
The question is important because the numbers reset themselves instead of looking like some random infinitely huge mess of numbers like pi.
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No.17442
>>17441
This becomes a great thing because once you have control over the smallest changes between all numbers and those numbers without those smallest changes taken to the maximum power to the first absolute infinity we get another type of predictable measurement.
After the first infinitely huge number theres a type of 'quantum leap' between the next number if you continue to raise it by its next power.
The most important part about all of this is that for the foundation of the universe it logically creates a boundary for geometry increasing by any countable number. That not only creates a boundary for counting every number between 0 and 1, 1 and 2, but every number after.
I'll post those numbers later.
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No.17451
Now post by post let's consider something for use in more advanced supermath. We need to understand how many numbers can exist.
First let's start with how many numbers can exist between 0 and 1.
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No.17452
>>17451
>>17451
The first step is consider how numbers repeat themselves and how it's useful to use those as markers for counting.
I chose this example: imagine adding up the first ten numbers after 0.
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No.17453
>>17452
Now imagine counting the first hundred numbers together and noticing 5050.
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No.17454
>>17453
Now imagine adding the first thousand numbers to 500500
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No.17455
>>17454
Let's take this one more level so that we count the first 10,000 numbers.
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No.17456
>>17455
Now as we add every number together over and over again in this we way see that we have two numbers growing to infinity.
This special number is actually the amount of numbers between 0 and 1.
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No.17457
>>17456
Now in order to count every number again we simply have to repeat the process. This will give us not only every number from one to infinity but the amount of numbers in-between each number
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No.17458
>>17457
So although the number goes on forever it's very predictable so we don't have to write it out.
Can anyone tell me how many numbers exist? We could stop counting the stars in the universe.
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No.17461
>>17458
Now this obviously introduced interesting ideas like what does it mean to have one more than every possible number added together?
You have to know why you want it and where you're going. I could answer this for you but I'm sure you have different questions first.
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No.17462
>>17461
Just ask yourself this. If I live in paradise do I go insane?
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No.17464
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No.17465
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No.17466
>>17465
It might be one year before you see me anon.
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No.17468
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No.17471
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B.. i have something to admit. I found the same talking cat at the same address as this radioshow
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No.17472
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No.17473
>>17472
Here is the talking cat I found at the same address that's mentioned in the radio show. It belongs to some senator.
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No.17475
>>17473
And here is the hearst that's nearby the talking cat from the radioshow. At... The... Same... Address...as the show.
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No.17476
>>17471
4:10 the start of the talking cat.
What's odd is this is also the first appearance of slenderman which was reported in my area.
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No.17477
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No.17478
At 23;00 minutes slenderman is introduced at... Right near where I found the talking cat and the hearst.
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No.17480
>>17478
This is the pleasant valley cemetery right by me.
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No.17481
>>17480
>>17471
807 myrtle drive... 807 myrtle drive...
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No.17483
>>17481
It's right next to the cemetery...
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No.17484
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No.17523
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No.17524
>>17523
Look! Up in the sky!
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No.17525
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No.17528
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No.17534
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No.17539
>>17272
wish I had such an IQ
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No.17547
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No.17548
Now we'll try to understand x^x in terms of supermathematics so we can understand why it can't be integrated by a computer.
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No.17550
>>17548
Now what you'll notice in human science that this function is rarely used although it's strongly related to the gamma function I showed earlier.
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No.17551
>>17550
Nevermind I'm bored now.
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No.17552
>>17550
Does anyone care what this actually does or am I talking to myself? Not even dirac or feynman were able to utilize the function. It's just a bunch of infinite products this and geometric integrals that.
Can't even solve a simple question.
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No.17553
>>17552
The reason why it's useful is because it becomes a super power at infinity and describes new physics.
For instance at infinity it's an endless trail of 1 followed by zeros whose magnitude I'm keeping secret. One step further after infinity it turns into a giant number that exactly resembles e^2. The second step after infinity we get e^8. The third step is e^27th power. The number increases quite quickly.
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No.17554
>>17553
Understanding the mechanics allows an individual to overcome polynomial time equations which is something I'll touch on briefly.
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No.17555
>>17554
>>17554
The most basic form of going beyond polynomial time is the most basic type of what I call as number entanglements.
Each number has a partner or assembly of partners that it can use to identify with a much smaller number in a different spacetime allowing it to be processed outside of it's normal time dimension.
For instance what's 26354 divided by 25?
That's difficult to do in your head. But with super math you'd realize that this number is entangled with 2 in an alternate space time.
5*5 is 25. It corresponds to 2*2.
All we have to do is multiply the number by 4 and move the decimal point.
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No.17556
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No.17557
>>17556
Now this becomes interesting because we know that each power of 5 increases much faster than 2.
Let's ask what is 354385826/9765625
is.
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No.17558
>>17557
Now this may seem impossible but this problem can be done pretty simply in the head without much work.
We just change the problem to
354385826*1024
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No.17559
>>17558
The point is that dividing more and more and more can be done with a much smaller number using a different type of space. Instead of cutting space apart we multiply it.
This becomes.more.important as we deal with bigger numbers like 27364827263728364/95367431640625. Now I know what you're thinking. There's no way you could do that in your head.
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No.17560
>>17559
Now realize we can get the same number by 27364827263728364*1048576>>17559
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No.17561
What you'll notice is that 95367431640625 requires many more steps to divide by than just by multiplying by 1048576.
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No.17562
>>17561
>>17561
So by using the smaller number and getting the same answer we've manipulated timespace to calculate faster than polynomial time.
This is important for answering n=np
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No.17563
>>17562
>>17562
What's most interesting is when you take this idea and apply calculus for it so we have infinitely huge calculations.
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No.17564
>>17563
Unfortunately this is where most of modern mathematics falls apart.
Frown :(
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No.17565
>>17563
Establishing these relationships is essential though so we can understand what exact number we get when we divide by zero.
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No.17567
>>17565
Allow me to show you one of my super powers anon.
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No.17568
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No.17569
Let's do more time travel stuff.
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No.17570
(none of this existed before this thread)
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No.17571
Oh look at how much time this takes
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No.17572
>>17571
Check it out. Same number.
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No.17573
>>17572
You should all be asking how division and multiplication are entangled through space.
I already know but it's not like anyone will take the time to listen to a farm boy like me.
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No.17574
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No.17575
Waiting for someone to tell me I pulled those numbers out my add.
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No.17576
I just absolutely decimated math.
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No.17581
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Give back batgirl you fucking assholes
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No.17583
>>17581
Look here's batgirls picture. Go get it.
She's in oakland
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No.17584
>>1>>17583
Look here's bat boy
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No.17585
Do I look familiar ????? Do I b???
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No.17586
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No.17587
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No.17588
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No.17603
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No.17605
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No.17606
>>17585
How dare you expose my real identity?!
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No.17609
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No.17610
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No.17630
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No.17650
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No.17651
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No.17652
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Guess whose about to come back.
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No.17653
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No.17654
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No.17655
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Let us all commemorate the return of superman with this anthem.
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No.17656
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No.17662
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>>17656
Im almost as good at punching as I am at super math.
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No.17663
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No.17664
>>17662
Its absolutely incomprehensible.
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No.17667
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No.17671
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No.17672
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No.17722
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No.17723
>>17722
This describes what's coming to a local tv.
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No.17738
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No.17739
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No.17740
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No.17891
I don't understand how there can be billions of people and the internet a unifying force and only 6 people have viewed this thread.
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