My name is Alexander FufaeV and here I write about:
Bose Distribution: The Occupation Probability of Bosons
The Bose distribution (also called Bose-Einstein distribution) indicates the occupation probability \( P(W) \) that a boson in a system takes on the energy \( W \). The occupation probability depends on the temperature \( T \) of the system.
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The crucial difference to the Boltzmann distribution is the presence of the term "-1" in the denominator, which ensures that the probability of occupying energy states does not become infinitely large when the temperature approaches zero. This leads to Bose-Einstein condensation, in which bosons can occupy the same energetic ground state at very low temperatures.