Statistical Physics

This module collects some basic methods and classes related to statistical physics.

Critical exponents

There is a base UniversalityClass object from which all universality classes inherit. It holds critical exponents as attributes along with an exponentSummary() method that prints to screen all critical exponents. If you want to access 3-\(d\), \(\mathbb{Z}_2\) critical exponents, you can simply use, e.g.

univ = Z2_3d
univ.alpha

At present one finds the universality classes

• 3-\(d\), O\((2)\)

• 3-\(d\), O\((3)\)

• 3-\(d\), O\((4)\)

• 4-\(d\), \(\mathbb{Z}_2\)

• 3-\(d\), \(\mathbb{Z}_2\)

• 2-\(d\), \(\mathbb{Z}_2\)