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- H-stable_potential abstract "In statistical mechanics of continuous systems, a potential for a many-body system is called H-stable (or simply stable) if the potential energy per particle is bounded below by a constant that is independent of the total number of particles. In many circumstances, if a potential is not H-stable, is not possible to define a grand canonical partition function in finite volume, because of catastrophic configurations with infinite particles located in a finite space.".
- H-stable_potential wikiPageExternalLink 078.pdf.
- H-stable_potential wikiPageID "26412061".
- H-stable_potential wikiPageRevisionID "601831265".
- H-stable_potential hasPhotoCollection H-stable_potential.
- H-stable_potential subject Category:Statistical_mechanics.
- H-stable_potential comment "In statistical mechanics of continuous systems, a potential for a many-body system is called H-stable (or simply stable) if the potential energy per particle is bounded below by a constant that is independent of the total number of particles. In many circumstances, if a potential is not H-stable, is not possible to define a grand canonical partition function in finite volume, because of catastrophic configurations with infinite particles located in a finite space.".
- H-stable_potential label "H-stabilità".
- H-stable_potential label "H-stable potential".
- H-stable_potential sameAs H-stabilità.
- H-stable_potential sameAs m.0bbwmzm.
- H-stable_potential sameAs Q3780331.
- H-stable_potential sameAs Q3780331.
- H-stable_potential wasDerivedFrom H-stable_potential?oldid=601831265.
- H-stable_potential isPrimaryTopicOf H-stable_potential.