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Multicritical points are special points in the parameter space of thermodynamic or
other systems with a continuous phase transition. At least two thermodynamic or other
parameters must be adjusted to reach a multicritical point. At a multicritical point the system belongs to a universality class different from the "normal" universality class.
A more detailed definition requires concepts from the theory of critical phenomena.
and 7 Related for: Multicritical point information
intersections or branch lines also are multicritical points. At least two parameters must be adjusted to reach a multicriticalpoint. A 2 {\displaystyle 2} -dimensional...
macroscopic configuration of metals and dielectrics. A special multicriticalpoint, the Lifshitz point, carries, since 1975, his name. Belinskii, V. A.; Khalatnikov...
the upper critical dimension is 5. More complex behavior may occur at multicritical points, at the border or on intersections of critical manifolds. They...
just because there aren't very many low order terms. At higher order multicritical points, this accidental symmetry is lost. Since βF is a function of...
Lawrie and S. Sarbach. 'Multicritical Points in Fluid Mixtures: Experimental Studies', by C.M. Knobler and R.L. Scott. 'Critical Point Statistical Mechanics...
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