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- W1601135280 abstract "A two-component Coulomb gas confined by walls made of ideal dielectric material is considered. In two dimensions at the special inverse temperature $beta = 2$, by using the Pfaffian method, the system is mapped onto a four-component Fermi field theory with specific boundary conditions. The exact solution is presented for a semi-infinite geometry of the dielectric wall (the density profiles, the correlation functions) and for the strip geometry (the surface tension, a finite-size correction of the grand potential). The universal finite-size correction of the grand potential is shown to be a consequence of the good screening properties, and its generalization is derived for the conducting Coulomb gas confined in a slab of arbitrary dimension $ge 2$ at any temperature." @default.
- W1601135280 created "2016-06-24" @default.
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- W1601135280 date "2001-01-04" @default.
- W1601135280 modified "2023-10-09" @default.
- W1601135280 title "Coulomb Systems with Ideal Dielectric Boundaries: Free Fermion Point and Universality" @default.
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