Fields with nonlinear transformation laws under chiralSU 3×SU 3
Author:
Publisher
Springer Science and Business Media LLC
Subject
General Medicine
Link
http://link.springer.com/content/pdf/10.1007/BF02819585.pdf
Reference5 articles.
1. S. Weinberg:Phys. Rev. Lett.,18, 188 (1967);J. Schwinger:Phys. Lett.,24 B, 473 (1967);S. Weinberg: M.I.T. preprint, 1967,Nonlinear realizations of chiral symmetry;J. A. Cronin:Phys. Rev.,161, 1483 (1967);J. Wess andB. Zumino:Phys. Rev.,163, 1727 (1967);L. S. Brown:Phys. Rev.,163, 1802 (1967);W. A. Bardeen andB. W. Lee: Canadian Summer Institute Lectures, 1967 (to be published);P. Chang andF. Gürsey:Phys. Rev.,164, 1752 (1967).
2. Coleman, Wess andZumino, is in prepraration.
3. See either the lectures ofBardeen andLee or the preprint byWeinberg cited under footnote (1) ;J. Schwinger:Phys. Lett.,24 B, 472 (1967);S. Weinberg: M.I.T. preprint, 1967,Nonlinear realizations of chiral symmetry;J. A. Cronin:Phys. Rev.,161, 1483 (1967);J. Wess andB. Zumino:Phys. Rev.,163, 1727 (1967);L. S. Brown:Phys. Rev.,163, 1802 (1967);W. A. Bardeen andB. W. Lee: Canadian Summer Institute Lectures, 1967 (to be published);P. Chang andF. Gürsey:Phys. Rev.,164, 1752 (1967).
4. S. L. Glashow andS. Weinberg:Phys. Rev. Lett.,20, 224 (1968);B. W. Lee: S.U.N.Y. at Stony Brook preprint, 1968.
5. Chang andGürsey (1). It seems that Weinberg's approach is often simpler in practice.
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1. Nonlinear Representations of the Poincaré Group as a Possible Basis of Particle Dynamics;Physical Review D;1972-01-15
2. Linearization techniques in algebraic approaches to chiral transformations;Lettere Al Nuovo Cimento;1971-01
3. Relationship between Nonlinear and Linear Realizations of ChiralSU(2)×SU(2): Theory and Applications;Physical Review D;1970-06-15
4. Global and Infinitesimal Nonlinear Chiral Transformations;Journal of Mathematical Physics;1970-03
5. π π, π K and KK Veneziano amplitudes and current algebra;Nuclear Physics B;1970-02
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