What must the prime factorizations of the numbers look like for the respective property to hold?
Hello, I need help with the following task: An explanation would be great, thanks for the help!
Hello, I need help with the following task: An explanation would be great, thanks for the help!
Well, infinity is theoretically only divisible by 1 or itself, and while it's not a natural number, it's somehow still a natural number, because a number, as an unknown, can also be infinitely large. I don't know if that makes sense.
Numerical patterns in prime numbers are the cornerstone of digital security. And is it true that if you find a digital pattern in prime numbers, you could use it to crack any digital code? After all, all digital locks are based on the random selection of prime numbers? Is this all true? Or pure invention?…
For which prime numbers p ≠ 2 is the number 7 a square modulo p. How do I proceed here?
Is this formula correct, which is given in this link https://dieprimzahlenserie.com/die-arrangement-der-primzahlen-auf-der-zahlengeraden/ is specified?
I'm giving a talk tomorrow about the Riemann Hypothesis and wanted to ask if anyone has a concrete or even approximate number of problems that could be solved if the Riemann Hypothesis is solved. I'd be happy to provide sources (if available). Thank you!
What is meant by the distribution of prime numbers? What does the distribution refer to?
If I understand correctly, the point is to figure out why prime numbers are arranged this way. I looked at the first two numbers up to 1000 and noticed that only the first two numbers follow each other, and none after that. Has anyone else noticed this? The prime numbers up to 1000 are: 2,…
What do you think? What do you think? What percentage of mathematicians believe the Riemann Hypothesis is true? I (and I'm not the only one!) would be very interested to know whether the Riemann Hypothesis is true. Unfortunately, since Riemann proposed his hypothesis over 120 years ago, there is still no proof. Have you perhaps…