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Osmotic pressure and generating function of the vertex functions

2 Osmotic pressure and generating function of the vertex functions [Pg.460]

As was previously shown (Section 5.2.2), the Green s functions can be expressed in terms of simpler functions called vertex functions. The generating function r M of these vertex functions is a functional of the magnetization A/,(r), and is related to G B by a Legendre transformation (11.5.14). [Pg.460]

We saw above that the osmotic pressure can be expressed in terms of the function G(B) associated with G B. In the same way for [Pg.460]

The functions G(B) and T(Af) are connected to each other by a Legendre transformation (11.5.25) [Pg.460]

Consequently, by combining (11.5.40) and (11.5.42), we can express the osmotic pressure and the concentrations, in terms of the parameter M. Thus, we obtain (des Cloizeaux 1975).11 [Pg.460]




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Functional Pressure

Generating functionals

Generators pressurized

Osmotic pressure

Pressure generators

The vertices

Vertices

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