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Stable Diffusion

Stable diffusion is a mathematical concept used to model the behavior of particles diffusing in a medium over time. It is called "stable" because it exhibits certain properties of stability, such as the ability to maintain a certain distribution shape over time. In contrast to the more well-known Gaussian diffusion, which assumes a normal distribution, stable diffusion allows for a wider range of possible distribution shapes, including those with heavy tails or skewness. This makes it a useful tool in a variety of fields, such as finance, physics, and biology, where non-Gaussian distributions are often observed.

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