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Author: Richard Stooker Publisher: In Dreams Extreme Press ISBN: Category : Fiction Languages : en Pages : 307
Book Description
Can Jaxon Hampton love the Moon Queen enough to save Earth? If Zeth, the servant of her enemies the Shadow Giants, defeats Jaxon in battle, the Shadow Giants unleash chaos on Earth and destroy humanity. Every night Jaxon experiences vivid recurring dreams in which, 10,000 years ago, he escorts a beautiful woman through many dangers to the top of a cliff overlooking the Nile River. How come his boss's daughter dreams the same story? And why does a strange man hypnotize Jaxon to take the young woman to a bluff overlooking the Mississippi River during the next full moon? Jaxon works as head trader for a small money management business. His boss tells him she came up with a sure-fire trading system, the Chaos Formula. Her test account verifies a terrifyingly high number of winning trades. Jaxon can't believe. Stock market results form a random, bell-shaped curve. Perhaps not a strictly normal distribution, but unpredictable. Yet this ability of his boss to foretell stock market results constitutes just one sign of reality going haywire. What compels Jaxon to spend his evenings staring up at the moon, even to the point he forces his girlfriend to leave him? Every night, he dreams he wields a bronze sword ten thousand years in the past, at the mouth of the Nile River, long before the pyramids. He fights as a soldier for the king of a growing empire. The other soldiers call him Blood Reaper. One night the king assigns him to take a young woman far upriver, for a sacrifice. A strangely beautiful woman, despite her white skin, blue eyes, and gold hair. She must travel to where bluffs overlook the Nile River, protected only by Jaxon -- against roving animals, wild people, and superstitious dirt farmers. Jaxon does not understand why the sacrifice takes place so far from the temples, but he must obey his king. He figures a wealthy merchant wishes to sacrifice an ex-mistress to gain merit with the gods instead of just selling her to a brothel. When she reveals her true identity as the Moon Queen herself, he does not believe . . . until he meets her ancient enemies the Shadow Giants. How and why does his boss's daughter, Laura Ewing, dream the same story, only as the woman? And how can he and Laura use her mother's Chaos Formula to win over five hundred dollars at a Mini-Bac table at the Lumiere Place Casino? Why does Mr. bin Hasad, the small, dapper foreigner keep visiting Jaxon on his job even though he doesn't open up a trading account? And Jaxon can't remember what they discuss? How did Jaxon's brother Keith buy the most evil book in the world from Ken, the Romani and Bosnian refugee who runs the largest occult bookstore in the New World, when Keith claims he stops dealing drugs? Why does someone calling himself Zeth kill young women and drain their blood into a crystal bowl to scry messages to and from the Shadow Giants? Blood Reaper's story comes to a conclusion on top of the cliff overlooking the Nile River. Jaxon's story reaches its conclusion on top of a bluff overlooking the Mississippi River. Who lives? Who dies? Do the Shadow Giants overwhelm life on Earth with chaos and destruction? To find out, scroll up and download the dark fantasy adventure The Chaos Formula now. This paranormal fantasy adventure combines stories from ten thousand years ago -- a nitty gritty historical dark fantasy -- with a contemporary dark fantasy in the modern world. A form of urban fantasy as well.
Author: Richard Stooker Publisher: In Dreams Extreme Press ISBN: Category : Fiction Languages : en Pages : 307
Book Description
Can Jaxon Hampton love the Moon Queen enough to save Earth? If Zeth, the servant of her enemies the Shadow Giants, defeats Jaxon in battle, the Shadow Giants unleash chaos on Earth and destroy humanity. Every night Jaxon experiences vivid recurring dreams in which, 10,000 years ago, he escorts a beautiful woman through many dangers to the top of a cliff overlooking the Nile River. How come his boss's daughter dreams the same story? And why does a strange man hypnotize Jaxon to take the young woman to a bluff overlooking the Mississippi River during the next full moon? Jaxon works as head trader for a small money management business. His boss tells him she came up with a sure-fire trading system, the Chaos Formula. Her test account verifies a terrifyingly high number of winning trades. Jaxon can't believe. Stock market results form a random, bell-shaped curve. Perhaps not a strictly normal distribution, but unpredictable. Yet this ability of his boss to foretell stock market results constitutes just one sign of reality going haywire. What compels Jaxon to spend his evenings staring up at the moon, even to the point he forces his girlfriend to leave him? Every night, he dreams he wields a bronze sword ten thousand years in the past, at the mouth of the Nile River, long before the pyramids. He fights as a soldier for the king of a growing empire. The other soldiers call him Blood Reaper. One night the king assigns him to take a young woman far upriver, for a sacrifice. A strangely beautiful woman, despite her white skin, blue eyes, and gold hair. She must travel to where bluffs overlook the Nile River, protected only by Jaxon -- against roving animals, wild people, and superstitious dirt farmers. Jaxon does not understand why the sacrifice takes place so far from the temples, but he must obey his king. He figures a wealthy merchant wishes to sacrifice an ex-mistress to gain merit with the gods instead of just selling her to a brothel. When she reveals her true identity as the Moon Queen herself, he does not believe . . . until he meets her ancient enemies the Shadow Giants. How and why does his boss's daughter, Laura Ewing, dream the same story, only as the woman? And how can he and Laura use her mother's Chaos Formula to win over five hundred dollars at a Mini-Bac table at the Lumiere Place Casino? Why does Mr. bin Hasad, the small, dapper foreigner keep visiting Jaxon on his job even though he doesn't open up a trading account? And Jaxon can't remember what they discuss? How did Jaxon's brother Keith buy the most evil book in the world from Ken, the Romani and Bosnian refugee who runs the largest occult bookstore in the New World, when Keith claims he stops dealing drugs? Why does someone calling himself Zeth kill young women and drain their blood into a crystal bowl to scry messages to and from the Shadow Giants? Blood Reaper's story comes to a conclusion on top of the cliff overlooking the Nile River. Jaxon's story reaches its conclusion on top of a bluff overlooking the Mississippi River. Who lives? Who dies? Do the Shadow Giants overwhelm life on Earth with chaos and destruction? To find out, scroll up and download the dark fantasy adventure The Chaos Formula now. This paranormal fantasy adventure combines stories from ten thousand years ago -- a nitty gritty historical dark fantasy -- with a contemporary dark fantasy in the modern world. A form of urban fantasy as well.
Author: Garnett Williams Publisher: CRC Press ISBN: 1482295415 Category : Mathematics Languages : en Pages : 518
Book Description
This text aims to bridge the gap between non-mathematical popular treatments and the distinctly mathematical publications that non- mathematicians find so difficult to penetrate. The author provides understandable derivations or explanations of many key concepts, such as Kolmogrov-Sinai entropy, dimensions, Fourier analysis, and Lyapunov exponents.
Author: Steven H. Strogatz Publisher: CRC Press ISBN: 0429961111 Category : Mathematics Languages : en Pages : 532
Book Description
This textbook is aimed at newcomers to nonlinear dynamics and chaos, especially students taking a first course in the subject. The presentation stresses analytical methods, concrete examples, and geometric intuition. The theory is developed systematically, starting with first-order differential equations and their bifurcations, followed by phase plane analysis, limit cycles and their bifurcations, and culminating with the Lorenz equations, chaos, iterated maps, period doubling, renormalization, fractals, and strange attractors.
Author: Brian Davies Publisher: CRC Press ISBN: 0429971419 Category : Mathematics Languages : en Pages : 256
Book Description
This book presents elements of the theory of chaos in dynamical systems in a framework of theoretical understanding coupled with numerical and graphical experimentation. It describes the theory of fractals, focusing on the importance of scaling and ordinary differential equations.
Author: Edward N. Lorenz Publisher: University of Washington Press ISBN: 9780295975146 Category : Mathematics Languages : en Pages : 244
Book Description
Chaos surrounds us. Seemingly random events -- the flapping of a flag, a storm-driven wave striking the shore, a pinball's path -- often appear to have no order, no rational pattern. Explicating the theory of chaos and the consequences of its principal findings -- that actual, precise rules may govern such apparently random behavior -- has been a major part of the work of Edward N. Lorenz. In The Essence of Chaos, Lorenz presents to the general reader the features of this "new science," with its far-reaching implications for much of modern life, from weather prediction to philosophy, and he describes its considerable impact on emerging scientific fields. Unlike the phenomena dealt with in relativity theory and quantum mechanics, systems that are now described as "chaotic" can be observed without telescopes or microscopes. They range from the simplest happenings, such as the falling of a leaf, to the most complex processes, like the fluctuations of climate. Each process that qualifies, however, has certain quantifiable characteristics: how it unfolds depends very sensitively upon its present state, so that, even though it is not random, it seems to be. Lorenz uses examples from everyday life, and simple calculations, to show how the essential nature of chaotic systems can be understood. In order to expedite this task, he has constructed a mathematical model of a board sliding down a ski slope as his primary illustrative example. With this model as his base, he explains various chaotic phenomena, including some associated concepts such as strange attractors and bifurcations. As a meteorologist, Lorenz initially became interested in the field of chaos because of its implications for weather forecasting. In a chapter ranging through the history of weather prediction and meteorology to a brief picture of our current understanding of climate, he introduces many of the researchers who conceived the experiments and theories, and he describes his own initial encounter with chaos. A further discussion invites readers to make their own chaos. Still others debate the nature of randomness and its relationship to chaotic systems, and describe three related fields of scientific thought: nonlinearity, complexity, and fractality. Appendixes present the first publication of Lorenz's seminal paper "Does the Flap of a Butterfly's Wing in Brazil Set Off a Tornado in Texas?"; the mathematical equations from which the copious illustrations were derived; and a glossary.
Author: Ali Bulent Cambel Publisher: Elsevier ISBN: 0080571360 Category : Mathematics Languages : en Pages : 265
Book Description
This book differs from others on Chaos Theory in that it focuses on its applications for understanding complex phenomena. The emphasis is on the interpretation of the equations rather than on the details of the mathematical derivations. The presentation is interdisciplinary in its approach to real-life problems: it integrates nonlinear dynamics, nonequilibrium thermodynamics, information theory, and fractal geometry. An effort has been made to present the material ina reader-friendly manner, and examples are chosen from real life situations. Recent findings on the diagnostics and control of chaos are presented, and suggestions are made for setting up a simple laboratory. Included is a list of topics for further discussion that may serve not only for personal practice or homework, but also as themes for theses, dissertations, and research proposals. Includes laboratory experiments Includes applications and case studies related to cell differentiation, EKGs, and immunology Presents interdisciplinary applications of chaos theory to complex systems Emphasizes the meaning of mathematical equations rather than their derivations Features reader friendly presentation with many illustrations and interpretations Deals with real life, dissipative systemsIntegrates mathematical theory throughout the text
Author: A.A. Tsonis Publisher: Springer Science & Business Media ISBN: 1461533600 Category : Science Languages : en Pages : 279
Book Description
Based on chaos theory two very important points are clear: (I) random looking aperiodic behavior may be the product of determinism, and (2) nonlinear problems should be treated as nonlinear problems and not as simplified linear problems. The theoretical aspects ofchaos have been presented in great detail in several excellent books published in the last five years or so. However, while the problems associated with applications of the theory-such as dimension and Lyapunov exponentsestimation, chaosand nonlinear pre diction, and noise reduction-have been discussed in workshops and ar ticles, they have not been presented in book form. This book has been prepared to fill this gap between theory and ap plicationsand to assist studentsand scientists wishingto apply ideas from the theory ofnonlinear dynamical systems to problems from their areas of interest. The book is intended to be used as a text for an upper-level undergraduate or graduate-level course, as well as a reference source for researchers. My philosophy behind writing this book was to keep it simple and informative without compromising accuracy. I have made an effort to presentthe conceptsby usingsimplesystemsand step-by-stepderivations. Anyone with an understanding ofbasic differential equations and matrix theory should follow the text without difficulty. The book was designed to be self-contained. When applicable, examples accompany the theory. The reader will notice, however, that in the later chapters specific examples become less frequent. This is purposely done in the hope that individuals will draw on their own ideas and research projects for examples.
Author: Martin C. Gutzwiller Publisher: Springer Science & Business Media ISBN: 1461209838 Category : Mathematics Languages : en Pages : 445
Book Description
Describes the chaos apparent in simple mechanical systems with the goal of elucidating the connections between classical and quantum mechanics. It develops the relevant ideas of the last two decades via geometric intuition rather than algebraic manipulation. The historical and cultural background against which these scientific developments have occurred is depicted, and realistic examples are discussed in detail. This book enables entry-level graduate students to tackle fresh problems in this rich field.
Author: H Nagashima Publisher: CRC Press ISBN: 1420050818 Category : Mathematics Languages : en Pages : 177
Book Description
This book focuses on explaining the fundamentals of the physics and mathematics of chaotic phenomena by studying examples from one-dimensional maps and simple differential equations. It is helpful for postgraduate students and researchers in mathematics, physics and other areas of science.
Author: Richard Stooker
Author: Richard Stooker
Author: Garnett Williams
Author: Steven H. Strogatz
Author: Brian Davies
Author: John Banks
Author: Edward N. Lorenz
Author: Ali Bulent Cambel
Author: A.A. Tsonis
Author: Martin C. Gutzwiller
Author: H Nagashima