"Highly recommend Adhara for all fans of paranormal and romantic suspense." —Smart Bitches, Trashy Books Werewolf meets human. Werewolf snubs human. Werewolf loves human? Julien Doran arrived in sleepy Maudit Falls, North Carolina, with a heart full of hurt and a head full of questions. The key to his brother's mysterious last days might be found in this tiny town, and now Julien's amateur investigation is starting to unearth things the locals would rather keep buried. Perhaps most especially the strange, magnetic manager of a deserted retreat that's nearly as odd as its staff. Eli Smith is a lot of things: thief, werewolf, glamour-puss, liar. And now the manager of a haven for rebel pack runaways. He’s spent years cultivating a persona to disguise his origins, but for the first time ever he’s been entrusted with a real responsibility—and he plans to take that seriously. Even if the handsome tourist who claims to be in town for some R & R is clearly on a hunt for all things paranormal. And hasn't taken his brooding gaze off Eli since he's arrived. When an old skeleton and a fresh corpse turn a grief errand into a murder investigation, the unlikely Eli is the only person Julien can turn to. Trust is hard to come by in a town known for its monsters, but so is time… Carina Adores is home to modern, romantic love stories where LGBTQ+ characters find their happily-ever-afters. Monster Hunt Book 1: Pack of Lies Book 2: Den of Thieves Big Bad Wolf Book 1: The Wolf at the Door Book 2: The Wolf At Bay Book 3: Thrown to the Wolves Book 4: Wolf in Sheep's Clothing Book 5: Cry Wolf

An emotional, angst-ridden story about two childhood friends who learned to rely on one another to cope with their anxiety, only to be torn apart. As they reunite, they must try to avoid falling into old behaviors.

An irresistible connection, a desire that won't let go... When aspiring antiques dealer Eleanor Cole is handed the chance of a lifetime to work for the Hunt Corporation, the renowned antiques dealers, she doesn't think twice. Only to discover she'll be working up close and personal with the notorious and insanely irresistible Becker Hunt. He is a man famous for getting what he wants, and Becker wants Eleanor. But as Becker pulls her deeper into his world, she discovers there's more to him than meets the eye. And falling for Becker goes from being foolish to dangerous...

"Twin teen girls with very different upbringings meet for the first time at their mother's funeral. As they get to know each other, it becomes clear that one of the sisters is driven by a secret destructive power-or is it both?"--Provided by publisher

From the New York Times bestselling author of the Pucked series comes a romantic comedy about instant attraction, second chances, and not-so-little white lies. Sometimes I need an escape from the demands, the puck bunnies, and the notoriety that come with being an NHL team captain. I just want to be a normal guy for a few weeks. So when I leave Chicago for some peace and quiet, the last thing I expect is for a gorgeous woman to literally fall into my lap on a flight to Alaska. Even better, she has absolutely no idea who I am. Lainey is the perfect escape from my life. My plan for seclusion becomes a monthlong sex fest punctuated with domestic bliss. But it ends just as abruptly as it began. When I'm called away on a family emergency, I realize too late that I have no way to contact Lainey. A year later, a chance encounter throws Lainey and me together again. But I still have a lie hanging over my head, and Lainey's keeping secrets of her own. With more than lust at stake, the truth may be our game changer.

Probability theory on compact Lie groups deals with the interaction between “chance” and “symmetry,” a beautiful area of mathematics of great interest in its own sake but which is now also finding increasing applications in statistics and engineering (particularly with respect to signal processing). The author gives a comprehensive introduction to some of the principle areas of study, with an emphasis on applicability. The most important topics presented are: the study of measures via the non-commutative Fourier transform, existence and regularity of densities, properties of random walks and convolution semigroups of measures and the statistical problem of deconvolution. The emphasis on compact (rather than general) Lie groups helps readers to get acquainted with what is widely seen as a difficult field but which is also justified by the wealth of interesting results at this level and the importance of these groups for applications. The book is primarily aimed at researchers working in probability, stochastic analysis and harmonic analysis on groups. It will also be of interest to mathematicians working in Lie theory and physicists, statisticians and engineers who are working on related applications. A background in first year graduate level measure theoretic probability and functional analysis is essential; a background in Lie groups and representation theory is certainly helpful but the first two chapters also offer orientation in these subjects.

Defining lies as statements that are intended to deceive, this book considers the contexts in which people tell lies, how they are detected and sometimes exposed, and the consequences for the liars themselves, their dupes, and the wider society. The author provides examples from a number of cultures with distinctive religious and ethical traditions, and delineates domains where lying is the norm, domains that are ambiguous and the one domain (science) that requires truthtelling. He refers to experimental studies on children that show how, at an early age, they acquire the capactiy to lie and learn when it is appropriate to do so. He reviews how lying has been evaluated by moralists, examines why we do not regard novels as lies and relates the human capacity to lie to deceit among other animal species. He concludes that although there are, in all societies, good pragmatic reasons for not lying all the time, there are also strong reasons for lying some of the time.

An opening discussion of introductory concepts leads to explorations of the classical groups, continuous groups and Lie groups, and Lie groups and Lie algebras. Some simple but illuminating examples are followed by examinations of classical algebras, Lie algebras and root spaces, root spaces and Dynkin diagrams, real forms, and contractions and expansions.

Ever been lied to? Ever told a lie? Everybody lies. Lying is part of our every-day lives and it’s not all bad. But when lies are told with the intent to harm, recognising the deception is a crucial skill we can all use. Dr David Craig has written an easy-to-read and practical book that will help you kick-start your own ‘lie detecting’ ability and provide you with cutting-edge lie detection skills you can use straight away. From the common situations of bargaining, making a purchase, or dealing with children through to the more serious business of negotiating a contract or identifying infidelity, he delivers simple but effective tips and techniques to see behind the facade and get to the truth. This book provides you with valuable insights into lying that you can use immediately. Read it and benefit by applying your ‘Human Lie Detector’ skills to your day-to-day life. David Craig achieved his doctorate in law by completing an international comparative analysis of the world’s leading undercover programs – where detecting lies can be a matter of life and death. As a senior Australian Federal Police Agent (AFP), David led areas in Counter Terrorism, Intelligence and Covert Operations in Australia and overseas. With both academic and real-world experience in Hunting Lies, there’s no one better placed to assist everyday people and law enforcement professionals to rapidly become Human Lie detectors.

This book presents the text of the lectures which were given at the NATO Advanced Study Institute on Representations of Lie groups and Harmonic Analysis which was held in Liege from September 5 to September 17, 1977. The general aim of this Summer School was to give a coordinated intro duction to the theory of representations of semisimple Lie groups and to non-commutative harmonic analysis on these groups, together with some glance at physical applications and at the related subject of random walks. As will appear to the reader, the order of the papers - which follows relatively closely the order of the lectures which were actually give- follows a logical pattern. The two first papers are introductory: the one by R. Blattner describes in a very progressive way a path going from standard Fourier analysis on IR" to non-commutative harmonic analysis on a locally compact group; the paper by J. Wolf describes the structure of semisimple Lie groups, the finite-dimensional representations of these groups and introduces basic facts about infinite-dimensional unitary representations. Two of the editors want to thank particularly these two lecturers who were very careful to pave the way for the later lectures. Both these chapters give also very useful guidelines to the relevant literature.