The Wigner distribution function (WDF) is a mathematical construct used in quantum mechanics to represent the quantum state of a system in a phase space formulation. It provides a way to visualize and analyze quantum states using concepts from classical mechanics, allowing for a more intuitive understanding of quantum phenomena. ### Key Features of the Wigner Distribution Function: 1. **Phase Space Representation**: The Wigner function is defined in a phase space of position (x) and momentum (p).

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