On a cold, rainy, October night, 1889, in the quiet, rural town of Willow Grove, AnnyahLissa Calvan is found brutally butchered. Her lifeless body is discovered floating in the icy, turbulent water of the Delaware River. Now, well over a century later, history is about to repeat itself . . . When Lissa awakens to find herself standing on the edge of the Delaware River ravine one stormy, autumn evening, she could never begin to imagine the incogitable connection between this frightening event, her daunting childhood memories, terrifying recurring nightmares, and the series of savage murders that were discovered at this ravine over a centuries ago, until they inexplicably begin to repeat themselves. And all too soon, Lissa finds herself struggling for her sanity, and fighting, not only for her life, but for her very soul. Simultaneously, Homicide Detective, Lieutenant Robert Arton, hunts this very killer. A psychopath, who unbeknownst to him, is also the abductor of his infant daughter. Suddenly, he too, finds himself tangled in an inexorable web of intrigue, and the hapless pawn in a very deadly game. A game he'll soon realize, is impossible to win.

¿The present book is a marvelous introduction in the modern theory of manifolds and differential forms. The undergraduate student can closely examine tangent spaces, basic concepts of differential forms, integration on manifolds, Stokes theorem, de Rham- cohomology theorem, differential forms on Riema-nnian manifolds, elements of the theory of differential equations on manifolds (Laplace-Beltrami operators). Every chapter contains useful exercises for the students.¿ ¿ ZENTRALBLATT MATH

When newlyweds, Dr. Mirrah Dobrey-Brenton and her husband, Landy, move to Black Rock Island, Mirrah believes it's the beginning of a fairy tale. By her husband's side, they embark on a new beginning, when Mirrah accepts her retired father's position as Black Rock's only Doctor, and Landy, "keeper" of Mirrah's beloved, ancestral, lighthouse home. Together they happily await the impending arrival of their first born children . . . much-awaited triplets. For the happy couple, life is perfect. However, what began as a fairy tale, abruptly becomes Mirrah's worst nightmare, when she's violently awakened one dark, stormy, October evening, to discover her husband's lifeless body hanging by the neck. Five years later . . . still destined for misfortune, and haunted by ghosts of the past, Mirrah, her three children, and Sheriff Frank Brogan, find themselves in a fight for their lives with a very real and very deadly enemy. A sadistic mad man who's been much closer than either of them could have ever imagined.

An introduction to analysis with the right mix of abstract theories and concrete problems. Starting with general measure theory, the book goes on to treat Borel and Radon measures and introduces the reader to Fourier analysis in Euclidean spaces with a treatment of Sobolev spaces, distributions, and the corresponding Fourier analysis. It continues with a Hilbertian treatment of the basic laws of probability including Doob's martingale convergence theorem and finishes with Malliavin's "stochastic calculus of variations" developed in the context of Gaussian measure spaces. This invaluable contribution gives a taste of the fact that analysis is not a collection of independent theories, but can be treated as a whole.

Executed Women of the 20th and 21st Centuries provides a look into the lives, crimes, and executions of women during the 20th and 21st centuries. Rather than dealing with these women as numbers and statistics, this book presents them as human beings. Each of these women had lives, histories, and families. The purpose is not to condone their actions, but to suggest that those we executed are, in fact, humans-rather than monsters, as they are often portrayed.

An introduction to analysis with the right mix of abstract theories and concrete problems. Starting with general measure theory, the book goes on to treat Borel and Radon measures and introduces the reader to Fourier analysis in Euclidean spaces with a treatment of Sobolev spaces, distributions, and the corresponding Fourier analysis. It continues with a Hilbertian treatment of the basic laws of probability including Doob's martingale convergence theorem and finishes with Malliavin's "stochastic calculus of variations" developed in the context of Gaussian measure spaces. This invaluable contribution gives a taste of the fact that analysis is not a collection of independent theories, but can be treated as a whole.

Julia Kay's Portrait Party is an international collaborative project in which artists all over the world make portraits of each other and share them online. After years of exchanging portraits, tips and techniques within the group, in Portrait Revolution these artists are now sharing their art, their words, and their inspiration with everyone who is interested in or would like to get started with portraiture. Here you can find information on using different media, how to handle difficult portrait issues, and more. Portrait Revolution showcases 450 portraits by 200 artists, in a wide variety of media from oil painting to iPad art, watercolour to ballpoint, linocut to mosaic. There are a range of styles from realistic to abstract and interpretations by multiple artists of the same subject.