Proof of the Twin Prime Conjecture
Twin primes can be distinguished as the primes that occur with a gap of 2 between them. The estimation of twin prime is generally regarded as pertaining to the basic concept of mathematics while some considered them as fundamental mathematical problem in the number theory. This study attempts to provide a credible proof for the existence of the twin prime conjecture. Here the fundamental concept associated with the proof of the formula for the prime numbers is made use to derive the proof. In the observational space this proof was initially a difficult problem to be solved and therefore was transformed into general space for obtaining the solution. This article describes the multiplications of the twin primes in a logical manner along with the prime numbers in a systematic way following which a proof of the twin prime conjecture is provided. The study concludes that there are infinite prime numbers.
Noor Zaman Sheikh
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