Let ent denote topological entropy, and let $C'r(S^1, S^1)$ denote the space of continuous functions of the circle to itself having $r$ continuous derivatives with ...

What's an intuitive way to understand entropy? originally appeared on Quora: the knowledge sharing network where compelling questions are answered by people with unique insights. Answer by Mark ...

Many philosophers and scientists have pondered if we live in a simulated universe, and University of Portsmouth scientist Melvin Vopson believes he has evidence.

A team of researchers from Fuzhou University has released a detailed review in Nano-Micro Letters that illustrates how high-entropy materials (HEMs) address the challenges across lithium, sodium, zinc ...