👉 In mathematical logic, a "semiclassical" object is an object that can be defined in terms of classical concepts but not as a classical object itself. Semiclassicals are often used to model complex phenomena or systems with inherent complexity and non-classical properties. For example, in physics, a semiclassical theory might describe the behavior of a quantum system where the probability density function (PDF) is governed by classical laws, such as the Poisson distribution for particles in classical mechanics. In this
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What is the definition of Semiclassical? 🙋
👉 In quantum mechanics, "semiclassical" is a term used to describe certain phenomena that are described by wave functions with discrete energy levels. These types of waves have a continuous spectrum and are not able to represent all possible states in the same way as classical waves. For example, a hydrogen atom has a single electron that can occupy a discrete set of energy levels. In contrast, a quantum harmonic oscillator is characterized by its discrete energy levels, which allow for multiple modes with different energies. Semiclass
