zf

In this book the authors present an alternative set theory dealing with a more relaxed notion of infiniteness, called finitely supported mathematics (FSM). It has strong connections to the Fraenkel-Mostowski (FM) permutative model of Zermelo-Fraenkel (ZF) set theory with atoms and to the theory of (generalized) nominal sets. More exactly, FSM is ZF mathematics rephrased in terms of finitely supported structures, where the set of atoms is infinite (not necessarily countable as for nominal sets). In FSM, 'sets' are replaced either by `invariant sets' (sets endowed with some group actions satisfying a finite support requirement) or by `finitely supported sets' (finitely supported elements in the powerset of an invariant set). It is a theory of `invariant algebraic structures' in which infinite algebraic structures are characterized by using their finite supports.

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I have read every zombie book I could find, even dipping into self published zombie genre. The ZF series is my all time favorite. Mark never ceases to keep me totally entranced from beginning to end, and ZF5 is no exception. I often find myself going back to the beginning and rereading the entire series. I believe i have read the ZF series atleast 14 times. For any one looking for a totally unique story line and characters who feel like family from Book 1; Chapter 2, please give this series a try. You will not regret it!