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My Merlin Awakening
Read the gender-bent bestselling trilogy. For fans of haunted houses, mermaids, the Minotaur and Greek mythology. If you haven't broken the rules, have you really lived? Excalibur has been pulled from the stone, but why is it here? Ryan DuLac's got bigger problems--as student president, she's got to put on the Prom. While the Wizard Council debates their next move, she heads home. But she can't hide forever. Sooner than she'd like Merlin (aka Matt) has her chasing mermaids on the trail of the Fisher King. The wounded King defeated by Merlin's brother, Vane, in the past holds the key to save the future. On the journey, Ryan begins to realize the friends she thought she knew, she may not know ...
Still Water
How do you find the truth in a town full of secrets? When Sally Proulx and her son mysteriously disappear from the stormy town of High River, Clare O’Dey is hired to track them down. She hopes to find them alive, but High River is not a typical town. It is a place where women go to escape their past. The women run to Helen Haines, the community matriarch, who offers them safe haven and anonymity. Pretending to be Sally’s long lost friend, Clare starts asking questions but nothing prepares her for the deception and lies simmering beneath the surface of this quiet little neighbourhood. As the truth surges through High River, Clare must confront the thing she has been so desperately running from, even if it comes at a devastating cost. Gripping, twisty and compulsive, Still Water is a deep dive of a thriller that will leave you breathless, perfect for fans of Louise Penny and Liz Nugent.
The Nature and Power of Mathematics
This captivating book explains some of the most fascinating ideas of mathematics to nonspecialists, focusing on non-Euclidean geometry, number theory, and fractals. Numerous illustrations. 1993 edition.
Electronic Information and Communication in Mathematics
This book constitutes the thoroughly refereed post-proceedings of the ICM 2002 International Satellite Conference on Electronic Information and Communication in Mathematics, held in Beijing, China, in August 2002. The 18 revised and reviewed papers assess the state of the art of the production and dissemination of electronic information in mathematics. Among the topics addressed are models and standards for information and metainformation representation; data search, discovery, retrieval, and analysis; access to distributed and heterogeneous digital collections; intelligent user interfaces to digital libraries; information agents, and cooperative work on mathematical data; digital collection generation; business models; and data security and protection.
A Mathematical Odyssey
Mathematics is a poem. It is a lucid, sensual, precise exposition of beautiful ideas directed to specific goals. It is worthwhile to have as broad a cross-section of mankind as possible be conversant with what goes on in mathematics. Just as everyone knows that the Internet is a powerful and important tool for communication, so everyone should know that the Poincaré conjecture gives us important information about the shape of our universe. Just as every responsible citizen realizes that the mass-production automobile was pioneered by Henry Ford, so everyone should know that the P/NP problem has implications for security and data manipulation that will affect everyone. This book endeavors to...
Analytical and Geometric Aspects of Hyperbolic Space
This work and its companion volume form the collected papers from two symposia held at Durham and Warwick in 1984. Volume I contains an expository account by David Epstein and his students of certain parts of Thurston's famous mimeographed notes. This is preceded by a clear and comprehensive account by S. J. Patterson of his fundamental work on measures on limit sets of Kleinian groups.
Intelligence of Low Dimensional Topology 2006
This volume gathers the contributions from the international conference ?Intelligence of Low Dimensional Topology 2006,? which took place in Hiroshima in 2006. The aim of this volume is to promote research in low dimensional topology with the focus on knot theory and related topics. The papers include comprehensive reviews and some latest results.
Ordered Groups and Topology
This book deals with the connections between topology and ordered groups. It begins with a self-contained introduction to orderable groups and from there explores the interactions between orderability and objects in low-dimensional topology, such as knot theory, braid groups, and 3-manifolds, as well as groups of homeomorphisms and other topological structures. The book also addresses recent applications of orderability in the studies of codimension-one foliations and Heegaard-Floer homology. The use of topological methods in proving algebraic results is another feature of the book. The book was written to serve both as a textbook for graduate students, containing many exercises, and as a reference for researchers in topology, algebra, and dynamical systems. A basic background in group theory and topology is the only prerequisite for the reader.
