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Prog. Theor. Phys. Vol. 58 No. 6 (1977) pp. 1927-1934

[ Full Text PDF : FREE ACCESS (571K) ]

Reconstruction of the Lowenstein-Swieca Solution from the Asymptotic-Field One in the Schwinger Model

Noboru Nakanishi

Research Institute for Mathematical Sciences, Kyoto University, Kyoto 606

(Received August 8, 1977)

Abstract:

It is shown in the Schwinger model that the Lowenstein-Swieca solution can be reproduced from the solution expressed in terms of asymptotic fields if one introduces some constant operators independent of the asymptotic fields. The Lorentz generator of the Lowenstein-Swieca solution is explicitly constructed. The topological vacua of the Schwinger model are shown to be either Lorentz non-invariant or of totally ad hoc nature.


URL : http://ptp.ipap.jp/link?PTP/58/1927/
DOI : 10.1143/PTP.58.1927

[ Full Text PDF : FREE ACCESS (571K) ] Citation:

References:

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Citing Article(s) :

  1. Progress of Theoretical Physics Vol. 59 No. 2 (1978) pp. 607-618 :
    Asymptotic Completeness and Confinement in the Massive Schwinger Model
    Noboru Nakanishi
  2. Progress of Theoretical Physics Vol. 59 No. 6 (1978) pp. 2037-2044 :
    Chiral Symmetry Breaking and Vacuum Structure in Schwinger Model
    Mitue Abe and Shogo Miyake
  3. Progress of Theoretical Physics Vol. 60 No. 3 (1978) pp. 892-907 :
    Boson-Representation of U(n)-Symmetric Thirring Model in Indefinite Metric Space
    P. Mitra
  4. Progress of Theoretical Physics Vol. 62 No. 6 (1979) pp. 1718-1741 :
    On the Lorentz Transformations of Operator Solutions of the Pre-Schwinger Model
    Yuji Nakawaki
  5. Progress of Theoretical Physics Vol. 64 No. 5 (1980) pp. 1828-1851 :
    On the Confinement and the Vacuum Degeneracy in the Schwinger Model
    Yuji Nakawaki
  6. Progress of Theoretical Physics Vol. 70 No. 4 (1983) pp. 1105-1123 :
    Fermion Structures of State Vectors of the Schwinger Model with Multi-Fermions
    Yuji Nakawaki

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