A Wildly Funny and Shockingly True Compendium of the Bad Boys (and Girls) of Western Literature

Rock stars, rappers, and actors haven't always had a monopoly on misbehaving. There was a time when authors fought with both words and fists, a time when poets were the ones living fast and dying young. This witty, insightful, and wildly entertaining narrative profiles the literary greats who wrote generation-defining classics such as The Great Gatsby and On the Road while living and loving like hedonistic rock icons, who were as likely to go on epic benders as they were to hit the bestseller lists. Literary Rogues turns back the clock to consider these historical (and, in some cases, living) legends, including Edgar Allan Poe, Oscar Wilde, Zelda and F. Scott Fitzgerald, Ernest Hemingway, Dorothy Parker, Hunter S. Thompson, and Bret Easton Ellis. Brimming with fasci- nating research, Literary Rogues is part nostalgia, part literary analysis, and a wholly raucous celebration of brilliant writers and their occasionally troubled legacies.

The Office meets Stephen King, dressed up in holiday tinsel, in this fun, festive, and frightening horror-comedy set during the horror publishing boom of the '80s, by New York Times best-selling satirist Andrew Shaffer. Out of work for months, Lussi Meyer is desperate to work anywhere in publishing. Prestigious Blackwood-Patterson isn't the perfect fit, but a bizarre set of circumstances leads to her hire and a firm mandate: Lussi must find the next horror superstar to compete with Stephen King, Anne Rice, and Peter Straub. It's the '80s, after all, and horror is the hottest genre. But as soon as she arrives, Lussi finds herself the target of her co-workers' mean-spirited pranks. The hazing reaches its peak during the company's annual Secret Santa gift exchange, when Lussi receives a demonic-looking object that she recognizes but doesn't understand. Suddenly, her coworkers begin falling victim to a series of horrific accidents akin to a George Romero movie, and Lussi suspects that her gift is involved. With the help of her former author, the flamboyant Fabien Nightingale, Lussi must track down her anonymous Secret Santa and figure out the true meaning of the cursed object in her possession before it destroys the company-and her soul.

For everyone nostalgic for the Obama/Biden administration, HOPE NEVER DIES re-casts the president and vice-president as amateur sleuths in a quirky mystery-adventure.

He's an honest man in a city of thieves. He has no patience for guff, foolishness, or malarkey. He is United States Vice President Joe Biden. And when his favorite railroad conductor dies in a suspicious accident leaving behind an ailing wife and a trail of clues Amtrak Joe unwittingly finds himself in the role of a private investigator. To crack the case (and uncover a drug-smuggling ring hiding in plain sight), he'll team up with the only man he's ever fully trusted... the 44th president of the United States, Barack Obama. Together they'll plumb the darkest corners of Wilmington, Delaware, where enemies lurk around every corner. And if they're not careful, the blood on the tracks may be their own.

This quirky, comic mystery begins six months after the 2016 presidential election, as Obama and Biden are struggling to define their post-White House identities and question what truly remains of their legendary bromance.

Mathematicians delight in finding surprising connections between seemingly disparate areas of mathematics. Whole domains of modern mathematics have arisen from exploration of such connections--consider analytic number theory or algebraic topology. Finding Ellipses is a delight-filled romp across a three-way unexpected connection between complex analysis, linear algebra, and projective geometry. The book begins with Blaschke products, complex-analytic functions that are generalizations of disk automorphisms. In the analysis of Blaschke products, we encounter, in a quite natural way, an ellipse inside the unit disk. The story continues by introducing the reader to Poncelet's theorem--a beautiful result in projective geometry that ties together two conics and, in particular, two ellipses, one circumscribed by a polygon that is inscribed in the second. The Blaschke ellipse and the Poncelet ellipse turn out to be the same ellipse, and the connection is illuminated by considering the numerical range of a $2 \times 2$ matrix. The numerical range is a convex subset of the complex plane that contains information about the geometry of the transformation represented by a matrix. Through the numerical range of $n \times n$ matrices, we learn more about the interplay between Poncelet's theorem and Blaschke products. The story ranges widely over analysis, algebra, and geometry, and the exposition of the deep and surprising connections is lucid and compelling. Written for advanced undergraduates or beginning graduate students, this book would be the perfect vehicle for an invigorating and enlightening capstone exploration. The exercises and collection of extensive projects could be used as an embarkation point for a satisfying and rich research project. You are invited to read actively using the accompanying interactive website, which allows you to visualize the concepts in the book, experiment, and develop original conjectures.

Young, arrogant tycoon Earl Grey seduces the naive coed Anna Steal with his overpowering good looks and staggering amounts of money, but will she be able to get past his fifty shames, including shopping at Walmart on Saturdays, bondage with handcuffs, and his love of BDSM (Bards, Dragons, Sorcery, and Magick)? Or will his dark secrets and constant smirking drive her over the edge?