A formula for the Bahadur efficiency of the signed rank test symmetry is derived. This is a special case of the author's previous result, but in the present paper the proof is based on a different simpler method suitable for the class of simple rank statistics. The assumptions are more general than in Klotz's paper in Ann. Math. Statist. 36 (1965).
 W. Feller: Generalization of a probability limit theorem of Cramér
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| Zbl 0063.01342
 Nguyen-van-Ho: Asymptotic efficiency in the Bahadur sense for the signed rank tests
. Proceedings of the Prague symposium on asymptotic statistics, September 1973, vol. II, 127- 156. MR 0388655
 И. П. Натансон: Теория функций вещественной переменной
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