Particle Statistics
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Please note that the content of this book primarily consists of articles available from Wikipedia or other free sources online. Particle statistics refers to the particular description of particles in statistical mechanics. In classical mechanics all the particles (fundamental and composite particles, atoms, molecules, electrons, etc.) in the system are considered distinguishable. This means that one can label and track each individual particle in a system. As a consequence changing the position of any two particles in the system leads to a completely different configuration of the entire syst...
Please note that the content of this book primarily consists of articles available from Wikipedia or other free sources online. Particle statistics refers to the particular description of particles in statistical mechanics. In classical mechanics all the particles (fundamental and composite particles, atoms, molecules, electrons, etc.) in the system are considered distinguishable. This means that one can label and track each individual particle in a system. As a consequence changing the position of any two particles in the system leads to a completely different configuration of the entire system. Furthermore there is no restriction on placing more than one particle in any given state accessible to the system. Classical statistics is called Maxwell-Boltzmann Statistics (or M-B Statistics).
