In these lectures I shall describe [0] a number of properties of chiral anomalies from a geometric point of view*. I follow mostly work done in collaboration with Raymond Stora [1]. Some of the results are contained in a recent paper written in collaboration with Wu Yong-Shi and Anthony Zee [2], to which I refer also for an extensive list of old and new references on chiral anomalies. It is possible that the methods and results described in these lectures are fully known in mathematics. On the other hand, several crucial formulas have not been given before (at any rate

EP - 392 PB - Princeton University Press PY - 1985 SN - null SP - 361 T2 - Current Algebra and Anomalies UR - http://www.jstor.org/stable/j.ctt7ztmc8.7 Y2 - 2021/03/04/ ER -