## The quantum theory of large systems and its application to the structure of nuclear matter |

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additional particles arbitrarily high powers asymptotically behaviour Brueckner approximation calculated connected diagrams connected ground considered convergence corresponding creation operators Da(eo Da(z deeltjes derived diagonal diagrams diagrams contributing diagrams without ground discontinuity Do(z energy denominators energy shift excitation energies expression external lines factors kp Fermi gas model Fermi sea Fermi sphere field theory finite formula Ga(eo Ga(z ground state components ground state diagrams hamiltonian Hilbert space Hove independent of Q integral equation integrand intensive quantities interaction intermediate inverse life-time irreducible diagrams large number large Q large systems limit of Q low density matrix element metastable momenta momentum non-diagonal diagrams nuclear matter nucleon number of particles obtained particle density particles and holes perturbation expansion perturbation theory pole proportional to Q quantities R(eo real axis residue right-hand side self-energy shown singularities stationary summation unperturbed energy unperturbed ground V D(z volume Q wave function