From 1954 to 1981, Maeve Brennan wrote for The New Yorker's "Talk of the Town" department under the pen name "The Long–Winded Lady." Her unforgettable sketches—prose snapshots of life in small restaurants, cheap hotels, and crowded streets of Times Square and the Village—together form a timeless, bittersweet tribute to what she called the "most reckless, most ambitious, most confused, most comical, the saddest and coldest and most human of cities." First published in 1969, The Long–Winded Lady is a celebration of one of The New Yorker's finest writers.
#1 Amazon Best Seller in Mystery & Detective #1 Amazon Best Seller in Science Fiction History & Criticism 2023 American Book Fest’s American Fiction Awards Finalist in Science Fiction 2022 Global Book Award’s Gold Medal Winner in Science Fiction Romance 2022 Readers’ Favorite Honorable Mention in Time Travel Fiction “An engaging SF [sic] tale whose cause-effect plotline takes a licking and keeps on ticking.”—Kirkus Reviews “Avi Datta spins an intricate and inventive sci-fi narrative that engages the mind and merges several interesting themes... The Winding does a fantastic job of portraying the emotions and thoughts of the protagonist through comprehensive internal dialogue.” —The Manhattan Book Review “An intelligent, transporting time-travel tale brimming with music, ideas, emotion, imagination, and possibility. This is a stunner.” —The BookView Review Would you change reality for love? Morally complex, orphan, and absolute genius Vincent Abajian is hellbent to uncover all he can on Artificial Intelligence. His relentless pursuit distracts him from a traumatic childhood loss—his childhood best friend Akane was engulfed in a time-turbulence, a random rift in space and time. But when a beautiful, temperamental, post-doctoral scientist, Emika Amari, joins his Center, everything changes. Vincent is convinced that Akane is inside the irresistible Emika. As they begin a life together, Vincent’s past and his connection with a time turbulence survivor challenge everything they’ve created and push them into a spiral of politics and conspiracy. Vincent’s silence to protect Emika threatens to tear them apart. Unknowingly, Emika is torn between what she wants and what Akane wants from her. With his newfound power, Vincent struggles with whether or not he should create another time-turbulence to free Emika from the grasp of Akane once and for all. But will tinkering with time be more destructive than anything he has ever encountered before?
An instant New York Times bestseller from Kelly Ripa—a sharp, funny, and honest collection of real-life stories showing the many dimensions and crackling wit of the beloved daytime talk show host. In Live Wire, her first book, Kelly shows what really makes her tick. As a professional, as a wife, as a daughter and as a mother, she brings a hard-earned wisdom and an eye for the absurdity of life to every minute of every day. It is her relatability in all of these roles that has earned her fans worldwide and millions of followers on social media. Whether recounting how she and Mark really met, the level of chauvinism she experienced on set, how Jersey Pride follows her wherever she goes, and many, many moments of utter mortification (whence she proves that you cannot, in fact, die of embarrassment) Kelly always tells it like it is. Ms. Ripa takes no prisoners. Surprising, at times savage, a little shameless and always with humor… Live Wire shows Kelly as she really is offscreen—a very wise woman who has something to say.
In this book, well-known scientists discuss modern aspects of generalized continua, in order to better understand modern materials and advanced structures. They possess complicated internal structure, and it requires the development of new approaches to model such structures and new effects caused by it. This book combines fundamental contributions in honor of Victor Eremeyev and his 60th birthday.
When Jesse and Alexandra's youngest child Becca is taken from their home in the middle of the night, a happy family's life shatters. Jesse's grief triggers a full-blown psychiatric crisis, which spurs a most unusual spiritual quest in an attempt to find a way to feel at home in what suddenly seems like a cruel world. In the midst of her own trauma, Alexandra is diagnosed with Alzheimer's disease, further pitching the family into desperation. Jesse's weekly breakfast with his two sons, along with Alexandra's determined efforts to fight the erasure of her memories, holds the family together despite the agonizing uncertainty surrounding all of them, and the futility of their ongoing search efforts for Becca. Jesse and Alexandra find themselves drawn into the horrifying world of missing and abducted children and the minds of their captors, and eventually adopt an abduction survivor named Maddy and her young children. Together, they forge a new and expanded family, and create a home where everyone can heal. This is a family saga, a love story, an account of child abduction and its exacting aftermath, a tale of hard-won hope, and a profound exploration of the spiritual potential of ordinary life in the face of the unthinkable.
The winding number is one of the most basic invariants in topology. It measures the number of times a moving point P goes around a fixed point Q, provided that P travels on a path that never goes through Q and that the final position of P is the same as its starting position. This simple idea has far-reaching applications. The reader of this book will learn how the winding number can help us show that every polynomial equation has a root (the fundamental theorem of algebra),guarantee a fair division of three objects in space by a single planar cut (the ham sandwich theorem),explain why every simple closed curve has an inside and an outside (the Jordan curve theorem),relate calculus to curvature and the singularities of vector fields (the Hopf index theorem),allow one to subtract infinity from infinity and get a finite answer (Toeplitz operators),generalize to give a fundamental and beautiful insight into the topology of matrix groups (the Bott periodicity theorem). All these subjects and more are developed starting only from mathematics that is common in final-year undergraduate courses.
