Correlation inequalities and the thermodynamic limit for classical and quantum continuous systems

摘要: We use Ginibre's general formulation of Griffiths' inequalities to derive new correlation for two-component classical and quantum mechanical systems distinguishable particles interacting via two body potentials positive type. As a consequence we obtain existence the thermodynamic limit functions in grand canonical ensemble at arbitrary temperatures chemical potentials. For large class show that limiting are clustering. (In subsequent article these results extended gases with Bose-Einstein statistics). Finally, construction pressure which not H-stable, above collapse temperature, is presented.