Add to ORKGAbstract：With observations and speculation, this article puts forward a proposition about twin primes that every pair of numbers of the form {2·6k ±1, k∈N} all be twin primes. Proves the proposition statement is true applied Wilson’s theorem and induction, show there are infinitely many twin primes of the form {2·6k ±1,k N},∈ and conclude the twin prime conjecture statement is true
A prime gap is the difference between two successive prime numbers. Two is the smallest possible gap...
We proved that $\liminf\limits_{n \rightarrow +\infty}(p_{n+1}-p_n)=2$ where $p_n$ is the $n-th$ pri...
The purpose of this paper is to gather as much results of advances, recent and previous works as pos...
In this paper we prove that there exist infinitely many twin prime numbers by studying n when 6n±1 a...
"Twin primes are prime numbers that differ by 2. Are there infinitely many twin primes?
Twin prime conjecture, also known as Polignac's conjecture, in number theory, assertion that there a...
In this paper we formulate an intuitive Hypothesis about a new aspect of a well known method called ...
Twin Primes Conjecture statement: “There are infinitely many primes p such that (p + 2) is also prim...
I show the veracity of the De Polignac conjecture, remained open since 1849, which says that for any...
In this paper proof of the twin prime conjecture is going to be presented. Originally very difficult...
In this Note it is shown that the twin primes are members of finite arithmetic series. This is simil...
In this paper proof of the twin prime conjecture is going to be presented. In order to do that, the ...
[[abstract]]Journal of Applied Science and Engineering: In this study, we investigate the existence ...
Abstract: For two millennia, the prime numbers have continued to fascinate mathematicians. Indeed, a...
The Twin Prime Conjecture states that there are infinitely many pairs of primes differing by two. Th...
A prime gap is the difference between two successive prime numbers. Two is the smallest possible gap...
We proved that $\liminf\limits_{n \rightarrow +\infty}(p_{n+1}-p_n)=2$ where $p_n$ is the $n-th$ pri...
The purpose of this paper is to gather as much results of advances, recent and previous works as pos...
In this paper we prove that there exist infinitely many twin prime numbers by studying n when 6n±1 a...
"Twin primes are prime numbers that differ by 2. Are there infinitely many twin primes?
Twin prime conjecture, also known as Polignac's conjecture, in number theory, assertion that there a...
In this paper we formulate an intuitive Hypothesis about a new aspect of a well known method called ...
Twin Primes Conjecture statement: “There are infinitely many primes p such that (p + 2) is also prim...
I show the veracity of the De Polignac conjecture, remained open since 1849, which says that for any...
In this paper proof of the twin prime conjecture is going to be presented. Originally very difficult...
In this Note it is shown that the twin primes are members of finite arithmetic series. This is simil...
In this paper proof of the twin prime conjecture is going to be presented. In order to do that, the ...
[[abstract]]Journal of Applied Science and Engineering: In this study, we investigate the existence ...
Abstract: For two millennia, the prime numbers have continued to fascinate mathematicians. Indeed, a...
The Twin Prime Conjecture states that there are infinitely many pairs of primes differing by two. Th...
A prime gap is the difference between two successive prime numbers. Two is the smallest possible gap...
We proved that $\liminf\limits_{n \rightarrow +\infty}(p_{n+1}-p_n)=2$ where $p_n$ is the $n-th$ pri...
The purpose of this paper is to gather as much results of advances, recent and previous works as pos...