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An elementary proof of a theorem of Montanucci and Zini on the automorphismgroup of generalized Aritn-Schreier-Mumford curves is presented, with theargument of Korchmaros and Montanucci for Artin-Schreier-Mumford curves beingimproved. Although the characteristic of a ground field is assumed to be odd inthe article of Montanucci and Zini, the proof in the present article isapplicable to the case of characteristic two also. As an application of thetheorem of Montanucci and Zini, the arrangement of Galois points or Galoislines for the generalized Artin-Schreier-Mumford curve is determined.

A theorem of Montanucci and Zini for generalized Artin-Mumford curves and its application to Galois points