MIT Graduate Student Proves Fractal Uncertainty Principle in Quantum Physics
Alex Cohen, a doctoral student at MIT, has successfully extended the fractal uncertainty principle to higher dimensions, a breakthrough in quantum physics. This principle, initially proven for one-dimensional fractals by Semyon Dyatlov and Jean Bourgain, addresses the behavior of quantum particles in chaotic environments. Cohen's work, published in the Annals of Mathematics, has earned him an assistant professorship at New York University. The principle provides new insights into the differences between quantum and classical particles, offering a foundational tool for further research in quantum mechanics. 
