## Abstract

We continue to work with a fixed locally finite variety *V* that is structured. Recall from Definition 1.1 that *S*_{3} is the class of finite subdirectly irreducible algebras in *V* with type **3** monolith, and that *V*_{3} is the variety generated by *S*_{3}. This chapter is devoted to a proof of the theorem below, which is one of the two principal results in Part I. A good portion of the proof of this theorem has already been given in Chapter 3.

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## Copyright information

© Birkhäuser Boston, Inc. 1989