User:HappyCamper: Difference between revisions

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hay fag

$f_{\Theta }(\theta )={\frac {1}{2\pi }}e^{-K}+{\sqrt {K \over \pi }}\cos \theta e^{-K\sin ^{2}\theta }\left[1-{1 \over 2}erfc(K\cos \theta )\right]$

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 * [[Rician fading]], [[Rician distribution]]
+hay fag
 <math>f_\Theta(\theta) = \frac{1}{2 \pi} e^{-K} + \sqrt{{K \over \pi}} \cos \theta e^{-K \sin^2 \theta}

v t e Statistical mechanics
Theory	Principle of maximum entropy ergodic theory
Statistical thermodynamics	Ensembles partition functions equations of state thermodynamic potential: U H F G Maxwell relations
Models	Ferromagnetism models Ising Potts Heisenberg percolation Particles with force field depletion force Lennard-Jones potential
Mathematical approaches	Boltzmann equation H-theorem Vlasov equation BBGKY hierarchy stochastic process mean-field theory and conformal field theory
Critical phenomena	Phase transition Critical exponents correlation length size scaling
Entropy	Boltzmann Shannon Tsallis Rényi von Neumann
Applications	Statistical field theory elementary particle superfluidity Condensed matter physics Complex system chaos information theory Boltzmann machine