From the publisher:
Philosophers have long been tempted by the idea that objects and properties are abstractions from the facts. But how is this abstraction supposed to go? If the objects and properties aren't 'already' there, how do the facts give rise to them? Jason Turner develops and defends a novel answer to this question: The facts are arranged in a quasi-geometric 'logical space', and objects and properties arise from different quasi-geometric structures in this space.
"An excellent piece of analytic metaphysics: the care, precision, detail, and breadth of Turner's presentation constitute a model for how to develop a metaphysical idea. Anyone intrigued by the basic factalist idea will learn an immense amount about it from this book, and would be unwise to attempt to develop or evaluate it without thinking through the body of related issues that Turner insightfully explores...Turner's work addresses, from a novel perspective, questions the definitive answers to which might well yield deep insight, and it provides a vivid sense of answers these questions plausibly might have." -- Notre Dame Philosophical Reviews