High and low temperature expansions of the effective action for massive scalars are matched, revealing exponential vacuum energy decay with wall separation whose rate is halved for connected boundary conditions versus standard ones like Dirichlet or periodic.
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Matching high and low temperature regimes of massive scalar fields
High and low temperature expansions of the effective action for massive scalars are matched, revealing exponential vacuum energy decay with wall separation whose rate is halved for connected boundary conditions versus standard ones like Dirichlet or periodic.