The Whole Lie


Book Description

Seven years ago, Conway helped Savannah disappear--but not before they had a sizzling, knock-down-drag-out affair. Now she's back with a shocking revelation. But when she turns up brutally murdered, Conway has no choice but to sort lies from truth.




The Whole Lie


Book Description

Savvy hadn't changed. She was smarter than you and didn't mind letting you know it. She'd whip you up and down trying to get her way. But we weren't lovers any more—and she'd stopped being a Barnburner long ago. Still... Conway Sax, the no-nonsense auto mechanic with a knack for solving difficult problems for the Barnburners, the renegade AA group who saved his life, is back in The Whole Lie. And for once, he thinks normalcy is within reach. He's opening a new garage, and he's finally moved in with longtime girlfriend Charlene. The end of his parole is finally in sight. Then along comes Savannah Kane: smart, smoky, and a pusher of men's buttons. Seven years ago, Conway helped her disappear—but not before they had a sizzling, knock-down-drag-out affair. Now she's back with a shocking revelation: she's the mother of a six-year-old boy. Savvy claims her son's father is billionaire Bert Saginaw, but Conway (not to mention Charlene) knows she's back for more than just a family reunion. Saginaw wants to be Lieutenant Governor of Massachusetts. Savvy wants to get paid. Conway wants nothing to do with either of them. But when Savvy turns up brutally murdered, he's got no choice but to sort lies from truth – even though doing so may cost him his freedom, his lover, and his life in this thrilling and heart-wrenching follow-up to critically acclaimed novel Purgatory Chasm, in the tradition of Robert B. Parker and Dennis Lehane. Praise for The Whole Lie "The Massachusetts gubernatorial race forms the backdrop for Ulfelder's excellent sequel to his Edgar-finalist debut, Purgatory Chasm... Readers will want to see more of Ulfelder's tough but vulnerable lead, whose narration offers a warts-and-all view of his multifaceted character." – Publishers Weekly, starred review




The Whole Lie and Nothing But The Lie


Book Description

In a world where reality blurs with illusion and truth dances on the edge of deception, there exists a story-a story that beckons you into its labyrinth of secrets and mysteries, promising a journey of intrigue, suspense, and redemption.




Sometimes I Lie


Book Description

My name is Amber Reynolds. There are three things you should know about me: 1. I’m in a coma. 2. My husband doesn’t love me anymore. 3. Sometimes I lie. Amber wakes up in a hospital. She can’t move. She can’t speak. She can’t open her eyes. She can hear everyone around her, but they have no idea. Amber doesn’t remember what happened, but she has a suspicion her husband had something to do with it. Alternating between her paralyzed present, the week before her accident, and a series of childhood diaries from twenty years ago, this brilliant psychological thriller asks: Is something really a lie if you believe it's the truth?




This Story Is a Lie


Book Description

A YA thriller described as The Curious Incident of the Dog in the Night-Time meets John le Carré, about a teen math prodigy with an extreme anxiety disorder who finds himself caught in a web of lies and conspiracies after an assassination attempt on his mother. Seventeen-year-old Peter Blankman is a math genius. He also suffers from devastating panic attacks. Pete gets through each day with the help of his mother—a famous scientist—and his beloved twin sister, Bel. But when his mom is nearly assassinated in front of his eyes and Bel disappears, Pete finds himself on the run. Dragged into a world where state and family secrets intertwine, Pete must use his extraordinary analytical skills to find his missing sister and track down the people who attacked his mother. But his greatest battle will be with the enemy inside: the constant terror that threatens to overwhelm him. Weaving between Pete’s past and present, This Story Is a Lie is a testimony from a protagonist who is brilliant, broken and trying to be brave.




Gradings on Simple Lie Algebras


Book Description

This monograph is a self-contained exposition of the classification of gradings by arbitrary groups on classical simple Lie algebras over algebraically closed fields of characteristic not equal to 2 as well as on some non-classical simple Lie algebras in positive characteristic. Other important algebras also enter the stage: matrix algebras, the octonions, and the Albert algebra. Most of the presented results are recent and have not yet appeared in book form.




Lie Group Machine Learning


Book Description

This book explains deep learning concepts and derives semi-supervised learning and nuclear learning frameworks based on cognition mechanism and Lie group theory. Lie group machine learning is a theoretical basis for brain intelligence, Neuromorphic learning (NL), advanced machine learning, and advanced artifi cial intelligence. The book further discusses algorithms and applications in tensor learning, spectrum estimation learning, Finsler geometry learning, Homology boundary learning, and prototype theory. With abundant case studies, this book can be used as a reference book for senior college students and graduate students as well as college teachers and scientific and technical personnel involved in computer science, artifi cial intelligence, machine learning, automation, mathematics, management science, cognitive science, financial management, and data analysis. In addition, this text can be used as the basis for teaching the principles of machine learning. Li Fanzhang is professor at the Soochow University, China. He is director of network security engineering laboratory in Jiangsu Province and is also the director of the Soochow Institute of industrial large data. He published more than 200 papers, 7 academic monographs, and 4 textbooks. Zhang Li is professor at the School of Computer Science and Technology of the Soochow University. She published more than 100 papers in journals and conferences, and holds 23 patents. Zhang Zhao is currently an associate professor at the School of Computer Science and Technology of the Soochow University. He has authored and co-authored more than 60 technical papers.




Lie Groups, Differential Equations, and Geometry


Book Description

This book collects a series of contributions addressing the various contexts in which the theory of Lie groups is applied. A preliminary chapter serves the reader both as a basic reference source and as an ongoing thread that runs through the subsequent chapters. From representation theory and Gerstenhaber algebras to control theory, from differential equations to Finsler geometry and Lepage manifolds, the book introduces young researchers in Mathematics to a wealth of different topics, encouraging a multidisciplinary approach to research. As such, it is suitable for students in doctoral courses, and will also benefit researchers who want to expand their field of interest.




Infinite Dimensional Lie Algebras And Groups


Book Description

Contents:Integrable Representation of Kac-Moody Algebras: Results and Open Problems (V Chari & A Pressley)Existence of Certain Components in the Tensor Product of Two Integrable Highest Weight Modules for Kac-Moody Algebras (SKumar)Frobenius Action on the B-Cohomology (O Mathieu)Certain Rank Two Subsystems of Kac-Moody Root Systems (J Morita)Lie Groups Associated to Kac-Moody Lie Algebras: An Analytic Approach (E Rodriguez-Carrington)Almost Split-K-Forms of Kac-Moody Algebras (G Rousseau)Global Representations of the Diffeomorphism Groups of the Circle (F Bien)Path Space Realization of the Basic Representation of An(1) (E Date et al)Boson-Fermion Correspondence Over (C De Concini et al)Classification of Modular Invariant Representations of Affine Algebras (V G Kac & M Wakimoto)Standard Monomial Theory for SL2 (V Lakshmibai & C S Seshadri)Some Results on Modular Invariant Representations (S Lu)Current Algebras in 3+1 Space-Time Dimensions (J Mickelson)Standard Representations of An(1) (M Primc)Representations of the Algebra Uq(sI(2)), q-Orthogonal Polynomials and Invariants of Links (A N Kirillov & N Yu Reshetikhin)Infinite Super Grassmannians and Super Plücker Equations (M J Bergvelt)Drinfeld-Sokolov Hierarchies and t-Functions (H J Imbens)Super Boson-Fermion Correspondence of Type B (V G Kac & J W van de Leur)Prym Varieties and Soliton Equations (T Shiota)Polynomial Solutions of the BKP Hierarchy and Projective Representations of Symmetric Groups (Y You)Toward Generalized Macdonald's Identities (D Bernard)Conformal Theories with Non-Linearly Extended Virasoro Symmetries and Lie Algebra Classification (A Bilal & J-LGervais)Extended Conformal Algebras from Kac-Moody Algebras (P Bouwknegt)Meromorphic Conformal Field Theory (P Goddard)Local Extensions of the U(1) Current Algebra and Their Positive Energy Representations (R R Paunov & I T Todorov)Conformal Field Theory on Moduli Family of Stable Curves with Gauge Symmetries (A Tsuchiya & Y Yamada) Readership: Mathematicians and mathematical physicists