In the first years of the new millennium, Star and Thatcher O'Day are seven and eight years old when they are forced to leave the only home they have ever known. Driving cross country from the Deep South to the West Coast with their grandfather, a famous poet they consider strange, sister and brother will have to accustom themselves before long to an eccentric artist who does not look or act anything like they think a grandmother should. Settling into entirely new surroundings, their joys as well as trials and tribulations, combined with the ebb and flow of memorable relationships, become central to the siblings' incitement for change. As each advancing year elicits increasing levels of alarm and acute dangers, their continuing encounters steer them into places and circumstances they never could have imagined.
Intuition Magic gives us the insights and tools for a happy life. I have seen how it has helped thousands of people of all ages to become who they really are and to express this in their daily lives. This book is a wonderful gift from Linda Keen to every person on this planet. Written with love, down to earth and immediately applicable." - Hans Andeweg, Founder of Center for ECOintention and Author of The Universe Loves A Happy Ending and In Resonance With Nature. Most of us have experienced bursts of intuition or "paranormal" events. Are they all products of imagination or confusion? The truth is that we all have psychic abilities. We simply have to accept their validity and learn to use them properly. Linda Keen's unusual experiences began when she was a child. For years, she kept her secret world to herself for fear of rejection and alienation. But eventually she found companions who validated her experiences and helped her to refine her abilities. In Intuition Magic, she discusses how she developed her abilities to such a level of mastery that she eventually co-founded the largest school for psychic abilities in the Netherlands. Linda has placed a great deal of her teachings in this book. Here you can learn the power and magic of your own intuition, following her step-by-step instruction. You'll discover how to read and adjust auras, protect yourself from "psychic noise," get grounded, maintain healthy chakras, and apply your new intuitive skills to everyday life. Intuition Magic is designed as a road map to assist the seeker within this immaterial world of intuition and spirituality. You know you are ready. Enjoy your journey.
The terms chaos and fractals have received widespread attention in recent years. The alluring computer graphics images associated with these terms have heightened interest among scientists in these ideas. This volume contains the introductory survey lectures delivered in the American Mathematical Society Short Course, Chaos and Fractals: The Mathematics Behind the Computer Graphics, on August 6-7, 1988, given in conjunction with the AMS Centennial Meeting in Providence, Rhode Island. In his overview, Robert L. Devaney introduces such key topics as hyperbolicity, the period doubling route to chaos, chaotic dynamics, symbolic dynamics and the horseshoe, and the appearance of fractals as the chaotic set for a dynamical system. Linda Keen and Bodil Branner discuss the Mandelbrot set and Julia sets associated to the complex quadratic family z -> z2 + c. Kathleen T. Alligood, James A. Yorke, and Philip J. Holmes discuss some of these topics in higher dimensional settings, including the Smale horseshoe and strange attractors. Jenny Harrison and Michael F. Barnsley give an overview of fractal geometry and its applications. -- from dust jacket.
This volume contains the proceedings of the Conference on Conformal Dynamics and Hyperbolic Geometry, held October 21-23, 2010, in honor of Linda Keen's 70th birthday. This volume provides a valuable introduction to problems in conformal and hyperbolic geometry and one dimensional, conformal dynamics. It includes a classic expository article by John Milnor on the structure of hyperbolic components of the parameter space for dynamical systems arising from the iteration of polynomial maps in the complex plane. In addition there are foundational results concerning Teichmuller theory, the geometry of Fuchsian and Kleinian groups, domain convergence properties for the Poincare metric, elaboration of the theory of the universal solenoid, the geometry of dynamical systems acting on a circle, and realization of Thompson's group as a mapping class group for a uniformly asymptotically affine circle endomorphism. The portion of the volume dealing with complex dynamics will appeal to a diverse group of mathematicians. Recently many researchers working in a wide range of topics, including topology, algebraic geometry, complex analysis, and dynamical systems, have become involved in aspects of this field.
The mathematical works of Lars Ahlfors and Lipman Bers are fundamental and lasting. They have influenced and altered the development of twentieth century mathematics. The personalities of these two scientists helped create a mathematical family and have had a permanent positive effect on a whole generation of mathematicians. Their mathematical heritage continues to lead succeeding generations. In the fall of 1994, one year after Bers' death, some members of this family decided to inaugurate a series of conferences, "The Bers Colloquium", to be held every three years. The theme was to be a topic in the Ahlfors-Bers mathematical tradition, broadly interpreted. Ahlfors died a year after the first colloquium; future colloquia in this series will be called "The Ahlfors-Bers Colloquium". The first colloquium was held in October 1995 at the Graduate Center, CUNY in New York. It coincided roughly with the second anniversary of Ber's death. There were six lectures and much informal mathematical discussion. This volume contains papers by the speakers and many of the participants. The broad range of papers indicate how strong and far reaching Ber's influence has been. The topics represented in the book include Teichmuller theory, Kleinian groups, higher dimensional hyperbolic geometry, geometry of numbers, circle packings, theory of discrete groups, classical complex function theory, one dimensional dynamics, fluid dynamics, quasiconformal mappings in higher dimensions, partial differential equations, and classical algebraic geometry. partial
Sometimes, where you fight to belong is not where you belong at all. "A Keen Betrayal" is the story of Meandre, a teenage girl who is now old enough to take her place serving humans amongst the hybrid Helpers community. Raised by foster parents until she could do so, she embraces her new calling and takes on the dangers of the world headfirst. A group known as the Keeners patrol the outlands, looking for impending Shadowbeast attacks. Thanks to her heavily padded palms and extra leg joint, Meandre can run on all fours, making her fast and less visible to the hulking, violent Shadowbeasts. This is a sci-fi YA novel that delves into the questions of love, duty, guilt, and evolution. Meandre, accompanied by a boy named Dustin, who has his own pressing reasons for discovering the Shadowbeasts' secrets, is thrust on an exciting, twisting adventure of shocking revelations, leaving them both wondering who the real monsters are.
Twenty-five Years After the Appearance of the Mandelbrot Set : Proceedings of an AMS-IMS-SIAM Joint Summer Research Conference on Complex Dynamics--Twenty-five Years After the Appearance of the Mandelbrot Set, June 13-17, 2004, Snowbird, Utah
Twenty-five Years After the Appearance of the Mandelbrot Set : Proceedings of an AMS-IMS-SIAM Joint Summer Research Conference on Complex Dynamics--Twenty-five Years After the Appearance of the Mandelbrot Set, June 13-17, 2004, Snowbird, Utah
Chaotic behavior of (even the simplest) iterations of polynomial maps of the complex plane was known for almost one hundred years due to the pioneering work of Farou, Julia, and their contemporaries. However, it was only twenty-five years ago that the first computer generated images illustrating properties of iterations of quadratic maps appeared. These images of the so-called Mandelbrot and Julia sets immediately resulted in a strong resurgence of interest in complex dynamics. The present volume, based on the talks at the conference commemorating the twenty-fifth anniversary of the appearance of Mandelbrot sets, provides a panorama of current research in this truly fascinating area of mathematics.
Sonya Kovalevskaya was a distinguished mathematician and considered by her contemporaries to be among the best of her generation. This work contains background material about Kovalevskaya's life and work, including a discussion of how she has been perceived by the mathematical community over the last century.
Self-help is big business, but alas, not always a scientific one. Self-help books, websites, and movies abound and are important sources of psychological advice for millions of Americans. But how can you sift through them to find the ones that work? Self-Help That Works is an indispensable guide that enables readers to identify effective self-help materials and distinguish them from those that are potentially misleading or even harmful. Six scientist-practitioners bring careful research, expertise, and a dozen national studies to the task of choosing and recommending self-help resources. Designed for both laypersons and mental-health professionals, this book critically reviews multiple types of self-help resources, from books and autobiographies to films, online programs, support groups, and websites, for 41 different behavioral disorders and life challenges. The revised edition of this award-winning book now features online self-help resources, expanded content, and new chapters focusing on autism, bullying, chronic pain, GLB issues, happiness, and nonchemical addictions. Each chapter updates the self-help resources launched since the previous edition and expands the material. The final chapters provide key strategies for consumers evaluating self-help as well as for professionals integrating self-help into treatment. All told, this updated edition of Self-Help that Works evaluates more than 2,000 self-help resources and brings together the collective wisdom of nearly 5,000 mental health professionals. Whether seeking self-help for yourself, loved ones, or patients, this is the go-to, research-based guide with the best advice on what works.
The epic biography Starring Red Wing! brings the exciting career, dedicated activism, and noteworthy legacy of Ho-Chunk actress Lilian Margaret St. Cyr vividly to life. Known to film audiences as "Princess Red Wing," St. Cyr emerged as the most popular Native American actress in the pre-Hollywood and early studio-system era in the United States. Today St. Cyr is known for her portrayal of Naturich in Cecile B. DeMille's The Squaw Man (1914); although DeMille claimed to have "discovered the little Indian girl," the viewing public had already long adored her as a petite, daredevil Indian heroine. She befriended and worked with icons such as Mary Pickford, Jewell Carmen, Tom Mix, Max Sennett, and William Selig. Born on the Winnebago Reservation in 1884 and orphaned in 1888, she spent ten years in Indian boarding schools before graduating from the Carlisle Indian Industrial School in 1902. She married James Young Johnson, and in 1907 the couple reinvented themselves as the stage personas "Princess Red Wing" and "Young Deer," performing in Wild West shows around New York and beginning their film careers. As their popularity grew, St. Cyr and Johnson decamped from the East Coast and helped establish the second motion picture company in Southern California, where Red Wing became a Native American leading lady in westerns until her career waned in 1917. After returning to the reservation to work as a housekeeper, she took her show on a two-year tour to educate the public about Native culture and lived out her life in New York, performing, educating, and crafting regalia. Starring Red Wing! is a sweeping narrative of St. Cyr's evolution as America's first Native American film star, from her childhood and performance career to her days as a respected elder of the multi-tribal New York City Indian Community.
Following the acclaimed Sisters of the Sun trilogy comes the Children of the Sun, a trilogy about the sisters' first-born children. Here in its second installment, Keelia, Queen of the Anwyn, falls for her shape-shifting kidnapper, but still cannot deny the ever-looming Prophecy of the Firstborn: She will betray love in the name of victory.
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