Corrigendum: Generalizations of graded Clifford algebras and of complete intersections.

A correction is provided for Proposition 3.5 in the above-mentioned article. The correction is: if $S$ is a skew polynomial ring on finitely many generators of degree 1 that are normal elements in $S$, and if $I$ is a homogeneous ideal of $S$ that is generated by a normalizing sequence, then $\dim _{\Bbbk } (S/I)$ is finite if and only if $S/I$ has no point modules and no fat point modules. A similar correction is provided for Corollary 3.6 of the same article. [ABSTRACT FROM PUBLISHER]