Sometimes being first isn’t what you expected. Seventeen-year-old ballerina Emilia Moretti is tired of always being second best. And she’s going to prove the world she deserves to be first. In her upcoming School of the Performing Arts showcase. In the eyes of her birth parents. And in the heart of the guy she loves. She spends hours rehearsing, hours dreaming about becoming number one, hours imagining how her entire life is about to change. But when nothing goes the way she planned, she’ll need to realize what it really means to be first. Eighteen-year-old Nick Grawski doesn’t want to follow Daddy Dearest’s rules any longer. He's going to prove he's meant to be a dancer—not a lawyer—and he is not going to stay away from Em just because his father demands it. He needs to show Em that—this time around—he’s there to stay and that he won’t break her heart again. Even when her world goes down to shit, even when he finds out his dad may have been trying to protect him all along, even if being there for one another is harder than falling in love. ALWAYS SECOND BEST is a novel of hope and heartbreak and broken dreams. It’s a YA romance novel about falling in love and discovering that being first isn’t always what matters.

Number theory is one of the few areas of mathematics where problems of substantial interest can be fully described to someone with minimal mathematical background. Solving such problems sometimes requires difficult and deep methods. But this is not a universal phenomenon; many engaging problems can be successfully attacked with little more than one's mathematical bare hands. In this case one says that the problem can be solved in an elementary way. Such elementary methods and the problems to which they apply are the subject of this book. Not Always Buried Deep is designed to be read and enjoyed by those who wish to explore elementary methods in modern number theory. The heart of the book is a thorough introduction to elementary prime number theory, including Dirichlet's theorem on primes in arithmetic progressions, the Brun sieve, and the Erdos-Selberg proof of the prime number theorem. Rather than trying to present a comprehensive treatise, Pollack focuses on topics that are particularly attractive and accessible. Other topics covered include Gauss's theory of cyclotomy and its applications to rational reciprocity laws, Hilbert's solution to Waring's problem, and modern work on perfect numbers. The nature of the material means that little is required in terms of prerequisites: The reader is expected to have prior familiarity with number theory at the level of an undergraduate course and a first course in modern algebra (covering groups, rings, and fields). The exposition is complemented by over 200 exercises and 400 references.

Is love best when it is fresh? For many, the answer is a resounding “yes.” The intense experiences that characterize new love are impossible to replicate, leading to wistful reflection and even a repeated pursuit of such ecstatic beginnings. Aaron Ben-Ze’ev takes these experiences seriously, but he’s also here to remind us of the benefits of profound love—an emotion that can only develop with time. In The Arc of Love, he provides an in-depth, philosophical account of the experiences that arise in early, intense love—sexual passion, novelty, change—as well as the benefits of cultivating long-term, profound love—stability, development, calmness. Ben-Ze’ev analyzes the core of emotions many experience in early love and the challenges they encounter, and he offers pointers for weathering these challenges. Deploying the rigorous analysis of a philosopher, but writing clearly and in an often humorous style with an eye to lived experience, he takes on topics like compromise, commitment, polyamory, choosing a partner, online dating, and when to say “I love you.” Ultimately, Ben-Ze’ev assures us, while love is indeed best when fresh, if we tend to it carefully, it can become more delicious and nourishing even as time marches on.

Examining the role of implicit, unconscious thinking on reasoning, decision making, problem solving, creativity, and its neurocognitive basis, for a genuinely psychological conception of rationality. This volume contributes to a current debate within the psychology of thought that has wide implications for our ideas about creativity, decision making, and economic behavior. The essays focus on the role of implicit, unconscious thinking in creativity and problem solving, the interaction of intuition and analytic thinking, and the relationship between communicative heuristics and thought. The analyses move beyond the conventional conception of mind informed by extra-psychological theoretical models toward a genuinely psychological conception of rationality—a rationality no longer limited to conscious, explicit thought, but able to exploit the intentional implicit level. The contributors consider a new conception of human rationality that must cope with the uncertainty of the real world; the implications of abandoning the normative model of classic logic and adopting a probabilistic approach instead; the argumentative and linguistic aspects of reasoning; and the role of implicit thought in reasoning, creativity, and its neurological base. Contributors Maria Bagassi, Linden J. Ball, Jean Baratgin, Aron K. Barbey, Tilmann Betsch, Eric Billaut, Jean-François Bonnefon, Pierre Bonnier, Shira Elqayam, Keith Frankish, Gerd Gigerenzer, Ken Gilhooly, Denis Hilton, Anna Lang, Stefanie Lindow, Laura Macchi, Hugo Mercier, Giuseppe Mosconi, Ian R. Newman, Mike Oaksford, David Over, Guy Politzer, Johannes Ritter, Steven A. Sloman, Edward J. N. Stupple, Ron Sun, Nicole H. Therriault, Valerie A. Thompson, Emmanuel Trouche-Raymond, Riccardo Viale

“A beautifully written and well-researched cultural criticism as well as an honest memoir” (Los Angeles Review of Books) from the author of the popular New York Times essay, “To Fall in Love with Anyone, Do This,” explores the romantic myths we create and explains how they limit our ability to achieve and sustain intimacy. What really makes love last? Does love ever work the way we say it does in movies and books and Facebook posts? Or does obsessing over those love stories hurt our real-life relationships? When her parents divorced after a twenty-eight year marriage and her own ten-year relationship ended, those were the questions that Mandy Len Catron wanted to answer. In a series of candid, vulnerable, and wise essays that takes a closer look at what it means to love someone, be loved, and how we present our love to the world, “Catron melds science and emotion beautifully into a thoughtful and thought-provoking meditation” (Bookpage). She delves back to 1944, when her grandparents met in a coal mining town in Appalachia, to her own dating life as a professor in Vancouver. She uses biologists’ research into dopamine triggers to ask whether the need to love is an innate human drive. She uses literary theory to show why we prefer certain kinds of love stories. She urges us to question the unwritten scripts we follow in relationships and looks into where those scripts come from. And she tells the story of how she decided to test an experiment that she’d read about—where the goal was to create intimacy between strangers using a list of thirty-six questions—and ended up in the surreal situation of having millions of people following her brand-new relationship. “Perfect fodder for the romantic and the cynic in all of us” (Booklist), How to Fall in Love with Anyone flips the script on love. “Clear-eyed and full of heart, it is mandatory reading for anyone coping with—or curious about—the challenges of contemporary courtship” (The Toronto Star).