From marriage equality, to gun control, to immigration reform and the threat of war, religion plays a fascinating and crucial part in our nation's political process and in our culture at large. Now in its seventh edition, Religion and Politics in the United States includes analyses of the nation's most pressing political matters regarding religious freedom, and the ways in which that essential constitutional freedom situates itself within modern America. The book also explores the ways that religion has affected the orientation of partisan politics in the United States. Through a detailed review of the political attitudes and behaviors of major religious and minority faith traditions, the book establishes that religion continues to be a major part of the American cultural and political milieu while explaining that it must interact with many other factors to influence political outcomes in the United States.
Ferraro examines how people interpret their risk of criminal victimization and identifies who is most likely to be afraid of crime. Although many previous studies of fear of crime do not explicitly consider the concept of risk or perceived risk in estimating the prevalence of fear, the approach taken here considers perceived risk as central to the entire interpretive process. It links national survey data on how people think about crime to official crime rates in America, and uses the comprehensive set of environmental and personal variables on a nationally representative sample to examine how fear develops for ten different types of crime.
The motivation for starting the work described in this book was the interest that Hewlett-Packard's microwave circuit designers had in simulation techniques that could tackle the problem of finding steady state solutions for nonlinear circuits, particularly circuits containing distributed elements such as transmission lines. Examining the problem of computing steady-state solutions in this context has led to a collection of novel numerical algorithms which we have gathered, along with some background material, into this book. Although we wished to appeal to as broad an audience as possible, to treat the subject in depth required maintaining a narrow focus. Our compromise was to assume that the reader is familiar with basic numerical methods, such as might be found in [dahlquist74] or [vlach83], but not assume any specialized knowledge of methods for steady-state problems. Although we focus on algorithms for computing steady-state solutions of analog and microwave circuits, the methods herein are general in nature and may find use in other disciplines. A number of new algorithms are presented, the contributions primarily centering around new approaches to harmonic balance and mixed frequency-time methods. These methods are described, along with appropriate background material, in what we hope is a reasonably satisfying blend of theory, practice, and results. The theory is given so that the algorithms can be fully understood and their correctness established.
The purpose of this book is to present a critically informed contemporary Pentecostal hermeneutic rooted in Pentecostal identity, in its stories, beliefs and practices. As Pentecostals began entering academic communities of higher learning, their interpretive methods became both mainstream and modernistic as they adapted the historical critical methods, or the so-called scientific hermeneutic. The proposed hermeneutic contained in this book desires to move beyond the impasse created by Modernity, instead pushing Pentecostals into the contemporary context by critically re-appropriating early Pentecostal ethos and interpretive practices for a contemporary Pentecostal community. The Pentecostal hermeneutic is a three-way interaction for theological meaning between the Holy Spirit, the Pentecostal community and sacred Scripture.
The theory of Hamiltonian systems is a vast subject which can be studied from many different viewpoints. This book develops the basic theory of Hamiltonian differential equations from a dynamical systems point of view. That is, the solutions of the differential equations are thought of as curves in a phase space and it is the geometry of these curves that is the important object of study. The analytic underpinnings of the subject are developed in detail. The last chapter on twist maps has a more geometric flavor. It was written by Glen R. Hall. The main example developed in the text is the classical N-body problem, i.e., the Hamiltonian system of differential equations which describe the motion of N point masses moving under the influence of their mutual gravitational attraction. Many of the general concepts are applied to this example. But this is not a book about the N-body problem for its own sake. The N-body problem is a subject in its own right which would require a sizable volume of its own. Very few of the special results which only apply to the N-body problem are given.
This is a definitive reference of 2,100 fundamental formulae used in astronomy and astrophysics. It not only makes accessible all the indispensable equations employed in the field, but also carefully explains the physical assumptions and constants underlying them. The bibliography contains more than 1,900 citations of original papers. Accounting for nearly 20 years since the previous edition, this volume is significantly revised and expanded.
Bennu, named for the ancient Egyptian phoenix, was the chosen destination of OSIRIS-REx, NASA’s premier mission of asteroid exploration, launched in 2016. Study of the asteroid is important in safeguarding the future of planet Earth, but Bennu is also a time capsule from the dawn of our Solar System, holding secrets over four-and-a-half billion years old about the origin of life and Earth as a habitable planet. In 2020 the OSIRIS-REx spacecraft successfully landed on the surface of Bennu and collected pristine asteroid material for delivery to Earth in September 2023. Scientific studies of the samples, along with data collected during the rendezvous, promise to help find answers to some of humanity’s deepest questions: Where did we come from? What is our destiny in space? This book, the world’s first complete (and stereoscopic) atlas of an asteroid, is the result of a unique collaboration between OSIRIS-REx mission leader Dante Lauretta and Brian May’s London Stereoscopic Company. Lauretta’s colleagues include Carina Bennett, Kenneth Coles, and Cat Wolner, as well as Brian May and Claudia Manzoni, who became part of the ultimately successful effort to find a safe landing site for sampling. The text details the data collected by the mission so far, and the stereo images have been meticulously created by Manzoni and May from original images collected by the OSIRIS-REx cameras.
Before the American Revolution, Newport was one of the biggest ports on the eastern seaboard thanks to its religious freedom and lack of effective control by Britain. Its then free-running economy based on international trading would face many challenges and changes over the 18th and 19th centuries.
Having been born and raised on the Missouri River at Atchison, Kansas, and having the ghosts of the Civil War about me constantly, I have been passionately interested in the Civil War as long as I can remember. The Victorian and antebellum homes with servant quarters still behind them, the wooded bluffs and caves where escaped slaves were hidden, and the mystique of the Missouri River area itself have maintained this feeling of the war for me. My mothers immediate family was from the Missouri River bottoms on the Missouri side and my fathers immediate family was from rural Atchison on the Kansas side. From my incomplete and somewhat misinformed family and formal history education, I assumed for most of my life that my mothers family was Confederate in its leanings and that my fathers family was Union. I was unaware that the town and countys namesake, Sen. David Rice Atchison, was from Missouri and had much Pro-Slavery activity. No effort has ever been made to change the towns name since the war. No Confederate tie to him was taught in any of my classes in school.
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