The study of prime numbers is not just a historical curiosity. Number theory is also essential to modern cryptography.

First, it's a prime number (meaning it is only divisible by itself and one). Second, it's what is called a Mersenne prime (we ...

Number theory is also essential to modern cryptography ... we could multiply them all together and add one. The result would not be divisible by any of the primes we have already found, so there must ...

Number theory is also essential to modern cryptography ... we could multiply them all together and add one. The result would not be divisible by any of the primes we have already found, so there must ...

This chapter is devoted to the study of infinitely divisible laws. It begins in §3.1 with a few refinements (especially the Lévy Continuity Theorem) of the Fourier techniques introduced in §2.3. These ...

India, currently the world’s fifth largest economy, will become the world’s third largest economy in a few years. While India has climbed five ranks on global GDP rankings in the past ten ...

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Record-Breaking Prime Number, 41 Million Digits Long, Blows Mathematicians’ Minds ...