Ladhe's Primes 4+
Shubham Ladhe
Zaprojektowano dla iPada
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- Gratis
Zrzuty ekranu
Opis
World says Prime numbers does not have any pattern! We say that Prime numbers are very disciplined, they fly like birds fly with particular pattern! They are difficult to understand but if you work with them for long time, they start to cooperate :). Prime numbers are atomic numbers, they are like diamonds scattered in numbers system!
Facts ..
* We have developed fastest algorithm to find Primes up to n. We don’t cache any data, every time Primes are calculated fresh from oven!
* We can find Prime numbers up to n without division/multiplication once in a loop. That’s known as organic Prime numbers
*We are displaying important information like , Primes, Prime Counts, Percentage , highest/lowest no of primes per 100 , Highest gap in 2 primes! Ending with 1,3,7,9 details.
* Twin and Quads Primes, time taken to find Primes up to n.
* Collatz Conjecture is very interesting , how every number somehow comes down to 1 , you can verify and study that.
* We think that it's a great way to study Prime numbers!
*You can find N'th Prime number approximately!
Indians have contributed a lot in math world! I have come up with Prime count formula better than all previous formulas. I will let you be the judge of that.
If this formula is approved by Math department, we can see Ladhe'sPrime - LP(n) function in all the programming languages and scientific calculators so that next generation of inventions are possible! This invention is as big as inventing zero. This invention will change mankind's ability and I wanted to see how we can give this capability to the developer community.
This could be possible solution to millennium-problems , Riemann-hypothesis!
https://www.claymath.org/millennium-problems/riemann-hypothesis
Co nowego
Wersja 1.4
Added Prime Quads up to N ! Fastest algorithm to find quads!.
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Informacje
- Dostawca
- Shubham Ladhe
- Wielkość
- 780,3 kB
- Kategoria
- Edukacja
- Zgodność
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- iPhone
- Wymaga systemu iOS w wersji 13.6 lub nowszej.
- iPad
- Wymaga systemu iPadOS w wersji 13.6 lub nowszej.
- iPod touch
- Wymaga systemu iOS w wersji 13.6 lub nowszej.
- Mac
- Wymaga systemu macOS w wersji 11.0 lub nowszej oraz Maca z czipem Apple M1 lub nowszym.
- Apple Vision
- Wymaga systemu visionOS w wersji 1.0 lub nowszej.
- Języki
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Angielski
- Wiek
- 4+
- Prawa autorskie
- © 2020 Pankaj Ladhe.
- Cena
- Gratis