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FUNCTIONAL INTEGRAL REPRESENTATIONS AND GOLDEN–THOMPSON INEQUALITIES IN BOSON–FERMION SYSTEMS
For a general class of boson–fermion Hamiltonians H acting in the tensor product Hilbert space L 2 (ℝ n ) ⊗ ∧(ℂ r ) of L 2 (ℝ n ) and the fermion Fock space ∧(ℂ r ) over ℂ r (n, r ∈ ℕ), we establish, in terms of …