COMPOSITE FIELD THEORY AND VECTOR MESON DOMINANCE (VMD), PARTIAL CONSERVATION OF AXIAL VECTOR CURRENT (PCAC), FIELD-CURRENT IDENTITY AND SOME PROBLEMS OF CURRENT ALGEBRA

HE ZUO-XIU; HUANG TAO

doi:10.7498/aps.23.30

Abstract
We derive the theory of vector meson dominance, partial conservation of axial vector current, field-current identity and the combined algebra of field and current with the application of the composite field theory. It can be shown that an unified theoretical foundation can be given by the composite field theory for these various theories.
Authors and contacts
HE ZUO-XIU,

HUANG TAO

1.
中国科学院原子能研究所
References

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Vol. 23, Issue 6 - 1974-03-20

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COMPOSITE FIELD THEORY AND VECTOR MESON DOMINANCE (VMD), PARTIAL CONSERVATION OF AXIAL VECTOR CURRENT (PCAC), FIELD-CURRENT IDENTITY AND SOME PROBLEMS OF CURRENT ALGEBRA

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COMPOSITE FIELD THEORY AND VECTOR MESON DOMINANCE (VMD), PARTIAL CONSERVATION OF AXIAL VECTOR CURRENT (PCAC), FIELD-CURRENT IDENTITY AND SOME PROBLEMS OF CURRENT ALGEBRA

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