Get the latest tech news
Scientists Find a Fast Way to Describe Quantum Systems
After years of false starts, a team of computer scientists has found a way to efficiently deduce the Hamiltonian of a physical system at any constant temperature.
But late last year, four co-authors from the Massachusetts Institute of Technology and the University of California, Berkeley shared a new algorithm that can spit out the Hamiltonian of any quantum system at any constant temperature. Clockwise from top left: Allen Liu, Ewin Tang, Ankur Moitra, and Ainesh Bakshi came up with a new algorithm that efficiently works out the Hamiltonian of a system of particles at any constant temperature. From left: Allen Liu, Ewin Tang, Ankur Moitra and Ainesh Bakshi came up with a new algorithm that efficiently works out the Hamiltonian of a system of particles at any constant temperature.
Or read this on Hacker News
