Spinor Fields

Spinor fields are mathematical objects used in physics to describe particles with half-integer spins, such as electrons and quarks. Unlike familiar vectors, spinors have unique transformation properties under rotations, capturing the intrinsic "twist" or quantum nature of these particles. They are essential in quantum field theory and the Standard Model, providing a detailed framework for understanding fundamental particles' behavior at the smallest scales of nature. Essentially, spinor fields encode how these particles exist, move, and interact within the fabric of spacetime.