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The early history of current Algebra

机译:当前代数的早期历史

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摘要

The history of Current Algebra is reviewed up to the appear-ance of the Adler-Weisberger sum rule. Particular emphasis is given to the role of current algebra in the historical struggle in strong interaction physics of elementary particles between field theory and the S-matrix approach based on dispersion relations. The question as to whether some particles are truly fundamental or all hadrons are bound or res-onant states of one another played an important role in this struggle and is thus also regarded.
机译:回顾当前代数的历史,直至出现Adler-Weisberger和规则。特别强调当前代数在场论和基于色散关系的S矩阵方法之间的基本粒子的强相互作用物理学中的历史斗争中的作用。关于某些粒子是否真正地是基本粒子还是所有强子都受到束缚或彼此的共振态的问题在这一斗争中发挥了重要作用,因此也被认为是。

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