Quantum information theory is a field of study that examines how quantum technologies store and process information. Over the ...

AI leaders clash over AGI, with Hassabis calling the brain an approximate Turing machine, helping you grasp real design goals ...

Physicists have long relied on elegant theorems to connect the abstract math of quantum theory with the tangible behavior of ...

A new research paper reframes the simulation hypothesis, asking whether reality could be simulated and what science can test.

Mathematicians present the Nopertedro: a Rupert property solid that broke an old myth by preventing one copy from passing through another.

Learn how prior probability informs economic theory and decision-making in Bayesian statistics. Understand its role before collecting new data.

The publication unveiled its annual selection of the most significant scientific and technological breakthroughs from the ...

Primes are integers greater than 1 with only two divisors. They are the fundamental building blocks of math and the backbone of modern cryptography.

Abstract: In multireceiver synthetic aperture sonars (SASs), the traditional non-stop-hop-stop model normally ignores the intrapulse motion of sonar platform. However, such intrapulse motion brings ...

When you look closely at these 40 “at-risk” jobs, what stands out is not how replaceable they are, but how deeply human they ...

Abstract: We consider the convergence issues of distributed power control algorithms for mobile cellular systems. A convergence theorem for power control algorithms of canonical type is proven. Our ...

Professor Khare discusses the vulnerability of research, the charm of number theory, and why mathematics is central to human ...