Lee model with complex energy eigenvalues

Author:

Ascoli R.,Minardi E.

Publisher

Springer Science and Business Media LLC

Subject

Astronomy and Astrophysics,Nuclear and High Energy Physics,Atomic and Molecular Physics, and Optics

Reference5 articles.

1. G. Källén andW. Pauli:Mat. Fys. Medd. Dan. Vid. Selsk.,30, no. 7 (1955).

2. A physical interpretation also in this case may however be possible by changing the connection betweenS matrix and Hilbert space (private communication ofB. Ferretti; see alsoR. J. N. Phillips:Nuovo Cimento,1, 823 (1955)).

3. W. Heisenberg:Nucl. Phys.,4, 532 (1957).

4. V. Glasser:Proc. of the Annual Int. Conf. on High Energy Phys. at CERN (1958), p. 132.

5. R. Ascoli andE. Minardi:Nuovo Cimento,8, 951 (1958) andNucl. Phys.,9, 242 (1958–59).

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1. Asymptotic freedom and the thermal Lee model;Journal of Physics Communications;2018-03-08

2. Indefinite-Metric Quantum Field Theory;Progress of Theoretical Physics Supplement;1972-03-01

3. Remarks on the Dipole-Ghost Scattering States;Physical Review D;1971-03-15

4. Lorentz Noninvariance of the Complex-Ghost Relativistic Field Theory;Physical Review D;1971-02-15

5. Lehmann‐Symanzik‐Zimmermann Formalism in a Model Field Theory;Journal of Mathematical Physics;1966-01

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