Non-Abelian statistics

Non-Abelian statistics refer to a type of behavior seen in certain particles, particularly in quantum physics, where the order in which you exchange these particles affects their combined state. Unlike regular particles, where swapping two identical ones leads to the same result (like swapping socks), non-Abelian particles can produce different outcomes depending on the sequence of exchanges. This property is fundamental in understanding systems like topological quantum computers, where it can enhance error resilience and computational power, potentially revolutionizing technology through more robust ways to process and store information.