noun
- mathematical objects in quantum mechanics and relativity theory that describe particles with half-integer spin
Usage: physics; mathematics
Examples
- Spinors are essential for describing electrons and other fermions in quantum field theory.
- The physicist used spinors to represent the quantum state of the particle.
- Understanding spinors requires knowledge of complex vector spaces and group theory.
- Spinors transform differently under rotations compared to ordinary vectors.
- The mathematical properties of spinors make them crucial in modern particle physics.
- Students studying advanced quantum mechanics must learn to work with spinors.