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Fate of the false vacuum. II. First quantum corrections
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7
References
1977
Year
Quantum ScienceEngineeringPhysicsStatistical Field TheoryEntropyNatural SciencesParticle PhysicsQuantum Field TheoryInteracting Particle SystemBarrier PenetrationDifferent Energy DensitiesQuantum Field Theory In Curved SpacetimeFundamental PhysicFalse VacuumClassical Field TheoryMany-body Problem
It is possible for a classical field theory to have two homogeneous stable equilibrium states with different energy densities. In the quantum version of the theory, the state of higher energy density becomes unstable through barrier penetration. In the first paper in this series, it was argued that the relevant quantity to study was a decay probability per unit time per unit volume, $\frac{\ensuremath{\Gamma}}{V} = A{e}^{\frac{\ensuremath{-}B}{\ensuremath{\hbar}}}[1+O(\ensuremath{\hbar})]$, and the theory of the coefficient $B$ was given. This paper gives the theory of the coefficient $A$.
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