Related papers: Extremely symmetric primes

We give an elementary introduction to the theory of supermembranes.

We introduce the concept of protometric and present some properties of protometrics.

In the proposed matrix primes, through which one can readily generate a sequence of primes. The paper also proposes a number of theorems proved by which an infinite number of prime numbers twins

This is a survey article outlining what is known about absolute primes.

In this paper, we aim to introduce and study the notion of Endo-prime hyperideals.

We introduce the concept of an almost prime number generalizing a prime number. It turns out that a composite almost prime number must be a Carmichael number, in case it exists. We prove several properties of almost prime numbers and…

We give an elementary introduction to hyperk\"ahler manifolds, survey some of their interesting properties and some open problems.

A classification of twin primes implies special twin primes. When applied to triplets, it yields exceptional prime number triplets. These generalize yielding exceptional prime number multiplets.

These lectures are a brief introduction to supersymmetry.

We proved that there are infinitely many pairs of twin prime.

We prove explicit bounds for the number of sums of consecutive prime squares below a given magnitude.

In this paper, we introduce the concepts of strongly 2-absorbing primary ideals (resp., submodules) and strongly 2-absorbing ideals (resp., submodules) as generalizations of strongly prime ideals. Furthermore, we investigate some basic…

I give some claims on primorial prime numbers for interested readers in number theory.

We define the notion of extrinsic symplectic symmetric spaces and exhibit some of their properties. We construct large families of examples and show how they fit in the perspective of a complete classification of these manifolds. We also…

We study a special set of constellations of primes generated by twin primes.

In this paper, we derive some interesting symmetric properties for the geenralized Euler numbers and polynomials.

We present a simple, closed formula which gives all the primes in order. It is a simple product of integer floor and ceiling functions.

In this work, we have introduced and studied some basic geometric properties of extended weakly symmetric spaces. After classification of this structure we have also established the existence of such a space by presenting a non-trivial…

We classify the simple modules of the exceptional algebraic supergroups over an algebraically closed field of prime characteristic.

Some examples and basic properties of ultrametric spaces are briefly discussed.