Derek W. Robinson
University of New South Wales
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Communications in Mathematical Physics | 1968
Derek W. Robinson
AbstractIn the algebraic formulation the thermodynamic pressure, or free energy, of a spin system is a convex continuous functionP defined on a Banach space
Communications in Mathematical Physics | 1967
Derek W. Robinson; David Ruelle
Communications in Mathematical Physics | 1973
Derek W. Robinson
\mathfrak{B}
Communications in Mathematical Physics | 1967
Derek W. Robinson
American Journal of Obstetrics and Gynecology | 1965
John A. Rock; Derek W. Robinson
of translationally invariant interactions. We prove that each tangent functional to the graph ofP defines a set of translationally invariant thermodynamic expectation values. More precisely each tangent functional defines a translationally invariant state over a suitably chosen algebra
Journal of Mathematical Physics | 1968
Oscar E. Lanford; Derek W. Robinson
Communications in Mathematical Physics | 1967
Sergio Doplicher; R. V. Kadison; Daniel Kastler; Derek W. Robinson
\mathfrak{A}
Communications in Mathematical Physics | 1978
Ola Bratteli; Akitaka Kishimoto; Derek W. Robinson
Communications in Mathematical Physics | 1980
Akitaka Kishimoto; Derek W. Robinson
of observables, i. e., an equilibrium state. Properties of the set of equilibrium states are analysed and it is shown that they form a dense set in the set of all invariant states over
Communications in Mathematical Physics | 1978
Ola Bratteli; Akitaka Kishimoto; Derek W. Robinson