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NF Reviews

This page has brief descriptions, with links to blog posts with longer reviews or summaries, of the nonfiction books I’ve read since starting this blog about ten years ago. There are a few stubs for books read not yet posted. … Continue reading

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E.O. Wilson: ON HUMAN NATURE

I first read this book shortly after its 1978 hardcover publication, and it was revelatory; elegantly written and insightful, it challenged conventional ideas about human nature, especially the one about the mind being a ‘blank slate’ completely molded by environment, … Continue reading

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Links and Comments: Unread Books; Psychology and Logic; GOP Paranoia; Political Extremes

From recent weeks’ NYT. Essay by Kevin Mims: All Those Books You’ve Bought but Haven’t Read? There’s a Word for That. The print title, October 14, was “The Importance of Unread Books” subtitled “Why a personal library should include books … Continue reading

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Parents, Children, Identities: Andrew Solomon’s FAR FROM THE TREE

This is an enormous book, 962 pages long, 702 of that text (with the remainder consisting of encyclopedic notes, a lengthy bibliography, and an index). The book is about how parents deal with exceptional children, covering ten categories of exceptionality, … Continue reading

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Jordan Ellenberg, How Not to Be Wrong, Post 3

Subtitled: The Power of Mathematical Thinking. Third post (after this and then this) about this fascinating book, an examination of several basic principles (linearity, inference, expectation, regression, and existence) and how they apply to every-day, real world situations, situations that … Continue reading

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Jordan Ellenberg, How Not to Be Wrong, Post 2

Subtitled: The Power of Mathematical Thinking. Second post (first post here) about this fascinating book, an examination of several basic principles (linearity, inference, expectation, regression, and existence) and how they apply to every-day, real world situations, situations that are often … Continue reading

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Jordan Ellenberg, How Not to Be Wrong

Subtitled: The Power of Mathematical Thinking. This is the first of what may turn out to be several posts about this book, an examination of several basic principles (linearity, inference, expectation, regression, and existence) and how they apply to every-day, … Continue reading

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