- References
The Binder parameter or Binder cumulant[1] in statistical physics, also known as the fourth-order cumulant 
is defined as the kurtosis of the order parameter, s. It is frequently used to determine accurately phase transition points in numerical simulations of various models. [2]
The phase transition point is usually identified comparing the
behavior of 
as a function of the temperature for different values of the system size 
. The transition temperature is the unique point where the different curves cross in the thermodynamic limit. This behavior is based on the fact that
in the critical region, 
, the Binder parameter behaves as 
, where 
.
Accordingly, the cumulant may also be used to identify the universality class of the transition by determining the value of the critical exponent 
of the correlation length. [1]
In the thermodynamic limit, at the critical point, the value of the Binder parameter depends on boundary conditions, the shape of the system, and anisotropy of correlations.
[1][3][4][5]References
2. ^K. Binder, D. W. Heermann, Monte Carlo Simulation in Statistical Physics: An Introduction (2010) Springer
3. ^G. Kamieniarz, H.W.J.Blöte, J.Phys. A 26, 201 (1993)
4. ^ X. S. Chen, V. Dohm, Phys. Rev. E70, 056136 (2004)
5. ^W.Selke, L.N. Shchur, J. Phys. A 38, L739 (2005)
- Camera Shoulder Support
- Camera shoulder support
- Camera shutter
- Camera shy
- Camera shyness
- Cameras in the Sky
- Cameras in the Supreme Court of the United States
- Camera Stellata
- Camera strobe
- Camera (Swiss magazine)
- Camerata Academica Salzburg
- Camerata Bariloche
- Camerata Klaipeda
- Camerata Klaipėda
- Camerata mediterranea
- Camerata Mediterranea
- Camerata of london
- Camerata salzburg
- Camerata Trajectina
- Camera Three
- Camerathrills
- Camera Thrills
- Camera tossing
- Camera transform
- Camera trap