Dark, raw, and very funny, Problems introduces us to Maya, a young woman with a smart mouth, time to kill, and a heroin hobby that isn't much fun anymore. Maya's been able to get by in New York on her wits and a dead-end bookstore job for years, but when her husband leaves her and her favorite professor ends their affair, her barely-calibrated life descends into chaos, and she has to make some choices. Maya's struggle to be alone, to be a woman, and to be thoughtful and imperfect and alive in a world that doesn't really care what happens to her is rendered with dead-eyed clarity and unnerving charm. This book takes every tired trope about addiction and recovery, "likeable" characters, and redemption narratives, and blows them to pieces. Emily Books is a publishing project and ebook subscription service whose focus is on transgressive writers of the past, present and future, with an emphasis on the writing of women, trans and queer people, writing that blurs genre distinctions and is funny, challenging, and provocative. Jade Sharma is a writer living in New York. She has an MFA from the New School.

Science journalist John Horgan presents a radical new perspective on the mind-body problem and related issues such as consciousness, free will, morality and the meaning of life. Horgan argues that science will never discover an objectively true solution to the mind-body problem because such a solution does not exist. Horgan explores his thesis by delving into the professional and personal lives of nine mind-body experts, including neuroscientist Christof Koch, cognitive scientist Douglas Hofstadter, child psychologist Alison Gopnik, complexologist Stuart Kauffman, legal scholar and psychoanalyst Elyn Saks, philosopher Owen Flanagan, novelist Rebecca Goldstein, evolutionary biologist Robert Trivers, and economist Deirdre McCloskey.

Learn to solve statistics problems—and make them no problem! Most math and science study guides are dry and difficult, but this is the exception. Following the successful The Humongous Books in calculus and algebra, bestselling author Mike Kelley takes a typical statistics workbook, full of solved problems, and writes notes in the margins, adding missing steps and simplifying concepts and solutions. By learning how to interpret and solve problems as they are presented in statistics courses, students prepare to solve those difficult problems that were never discussed in class but are always on exams. There are also annotated notes throughout the book to clarify each problem—all guided by an author with a great track record for helping students and math enthusiasts. His website (calculus-help.com) reaches thousands of students every month.

The bestselling creators of the hilarious Penguin Problems, Jory John and Lane Smith, turn a giraffe's problematic long neck into an enviable advantage in this fun board book. Edward the giraffe can't understand why his neck is as long and bendy and, well, ridiculous as it is. No other animal has a neck this absurd. He's tried disguising it, dressing it up, strategically hiding behind bushes--honestly, anything you can think of. Just when he has exhausted his neck-hiding options and is about to give up, Cyrus the turtle ambles in (very slowly) and helps Edward understand that his neck has a purpose and, besides, looks excellent in a bow tie. Along with a heavy dose of humor comes a gentle reminder about the importance of acceptance.

This book of problems is designed to challenge students learning probability. Each chapter is divided into three parts: Problems, Hints, and Solutions. All Problems sections include expository material, making the book self-contained. Definitions and statements of important results are interlaced with relevant problems. The only prerequisite is basic algebra and calculus.

In this volume they present innumerable beautiful results, intriguing problems, and ingenious solutions. The problems range from elementary gems to deep truths.

These problems and solutions are offered to students of mathematics who have learned real analysis, measure theory, elementary topology and some theory of topological vector spaces. The current widely used texts in these subjects provide the background for the understanding of the problems and the finding of their solutions. In the bibliography the reader will find listed a number of books from which the necessary working vocabulary and techniques can be acquired. Thus it is assumed that terms such as topological space, u-ring, metric, measurable, homeomorphism, etc., and groups of symbols such as AnB, x EX, f: IR 3 X 1-+ X 2 - 1, etc., are familiar to the reader. They are used without introductory definition or explanation. Nevertheless, the index provides definitions of some terms and symbols that might prove puzzling. Most terms and symbols peculiar to the book are explained in the various introductory paragraphs titled Conventions. Occasionally definitions and symbols are introduced and explained within statements of problems or solutions. Although some solutions are complete, others are designed to be sketchy and thereby to give their readers an opportunity to exercise their skill and imagination. Numbers written in boldface inside square brackets refer to the bib liography. I should like to thank Professor P. R. Halmos for the opportunity to discuss with him a variety of technical, stylistic, and mathematical questions that arose in the writing of this book. Buffalo, NY B.R.G.