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Discovery of the Prime Number Equation(vol.4)

Toshiro Takami

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Abstract

I found a prime number equation. √120a+1=t (a = positive integer, t = prime number etc.) For other positive integers(a), t is an irrational number. This generates prime numbers, but also generates a composite number of prime numbers and irrational numbers. However, at this time √24a+1=t Nevertheless, it never happens to generate all the prime numbers. About half of the prime numbers are generated.

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What this paper is about

I found a prime number equation. √120a+1=t (a = positive integer, t = prime number etc.) For other positive integers(a), t is an irrational number. This generates prime numbers, but also generates a composite number of prime numbers and irrational numbers. However, at this time √24a+1=t Nevertheless, it never happens to generate all the prime numbers. About half of the prime numbers are generated.

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Available abstract

I found a prime number equation. √120a+1=t (a = positive integer, t = prime number etc.) For other positive integers(a), t is an irrational number. This generates prime numbers, but also generates a composite number of prime numbers and irrational numbers. However, at this time √24a+1=t Nevertheless, it never happens to generate all the prime numbers. About half of the prime numbers are generated.

Key concepts: Irrational number, Prime number, Mathematics, Prime (order theory), Prime k-tuple, Prime factor, Integer (computer science), Number theory

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