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In the decades following World War II, cities across the United States saw an influx of African American families into otherwise homogeneously white areas. This racial transformation of urban neighborhoods led many whites to migrate to the suburbs, producing the phenomenon commonly known as white flight. In Block by Block, Amanda I. Seligman draws on the surprisingly understudied West Side communities of Chicago to shed new light on this story of postwar urban America. Seligman's study reveals that the responses of white West Siders to racial changes occurring in their neighborhoods were both multifaceted and extensive. She shows that, despite rehabilitation efforts, deterioration in these areas began long before the color of their inhabitants changed from white to black. And ultimately, the riots that erupted on Chicago's West Side and across the country in the mid-1960s stemmed not only from the tribulations specific to blacks in urban centers but also from the legacy of accumulated neglect after decades of white occupancy. Seligman's careful and evenhanded account will be essential to understanding that the "flight" of whites to the suburbs was the eventual result of a series of responses to transformations in Chicago's physical and social landscape, occurring one block at a time.
At the heart of many fields - physics, chemistry, engineering - lies thermodynamics. While this science plays a critical role in determining the boundary between what is and is not possible in the natural world, it occurs to many as an indecipherable black box, thus making the subject a challenge to learn. Two obstacles contribute to this situation, the first being the disconnect between the fundamental theories and the underlying physics and the second being the confusing concepts and terminologies involved with the theories. While one needn't confront either of these two obstacles to successfully use thermodynamics to solve real problems, overcoming both provides access to a greater intuitive sense of the problems and more confidence, more strength, and more creativity in solving them. This book offers an original perspective on thermodynamic science and history based on the three approaches of a practicing engineer, academician, and historian. The book synthesises and gathers into one accessible volume a strategic range of foundational topics involving the atomic theory, energy, entropy, and the laws of thermodynamics.
In Modern Quilts Block by Block readers will find 12 quilt projects using just one or two repeating block designs. Find basic blocks along with some new designs in these striking modern quilts. Traditional blocks get a modern update with the use of color and design. Both the beginner and novice will enjoy quilting up these quilt patterns.
First published by the Combat Studies Institute Press. The resulting anthology begins with a general overview of urban operations from ancient times to the midpoint of the twentieth century. It then details ten specific case studies of U.S., German, and Japanese operations in cities during World War II and ends with more recent Russian attempts to subdue Chechen fighters in Grozny and the Serbian siege of Sarajevo. Operations range across the spectrum from combat to humanitarian and disaster relief. Each chapter contains a narrative account of a designated operation, identifying and analyzing the lessons that remain relevant today.
Whether you’re a fast-talking, swift-walking local or a tourist visiting the Big Apple for the first time, this book is for you. Arguably the most iconic city in the world, New York has more places to eat and things to see than you could manage in a lifetime. In New York Block by Block, artist Cierra Block reveals the best of the city, covering everything from secret leafy streets to inspiring bookstores, world-class museums to the best pizza, all accompanied by 40 vibrant maps. Featuring the most notable places to eat, what to see, where to walk and what to do, this is a guide like no other. Wander around Brooklyn like a local, grab the best bagels in town or see priceless masterpieces; the possibilities are endless. That’s the wonderful thing about New York – there’s always more to explore!
Not long ago, neighborhoods such as the South Bronx, South Central Los Angeles, and Boston's Roxbury were crime-ridden wastelands of vacant lots and burned-out buildings, notorious symbols of urban decay. In House by House, Block by Block, Alexander von Hoffman tells the remarkable stories of how local activists and community groups helped turn these areas around. For sixty years, federal policy has attempted with little success to solve the problems of housing and poverty in America's inner cities. Yet increasingly, local organizations are picking up where Washington has left off. In a series of dramatic and colorful narratives, von Hoffman shows how these groups are revitalizing once desperate neighborhoods in five major cities: New York, Boston, Chicago, Atlanta, and Los Angeles. The unlikely heroes include: the tough-talking Bronx priest who made apartment buildings for low-income people glisten in the midst of ruins and despair; the "crazy white man" who scrambled to save Chicago's historic Black Metropolis from the wrecking ball; the Boston cops who built a task force that put the brakes on youth gangs. Thanks to locally-based, bootstrap efforts like these, in inner-city neighborhoods across the country, crime rates are falling, real estate values are rising, and businesses are returning. Von Hoffman also shows that grass-roots work can't do it alone: successful revitalization needs the support of local government and access to business and foundation capital. Based on years of research and more than a hundred interviews, this book is the first systematic account of the dramatic urban revival now going on in the United States. House by House, Block by Block will be a must-read for anyone who cares about the fate of America's cities.
At the heart of many fields - physics, chemistry, engineering - lies thermodynamics. While this science plays a critical role in determining the boundary between what is and is not possible in the natural world, it occurs to many as an indecipherable black box, thus making the subject a challenge to learn. Two obstacles contribute to this situation, the first being the disconnect between the fundamental theories and the underlying physics and the second being the confusing concepts and terminologies involved with the theories. While one needn't confront either of these two obstacles to successfully use thermodynamics to solve real problems, overcoming both provides access to a greater intuitive sense of the problems and more confidence, more strength, and more creativity in solving them. This book offers an original perspective on thermodynamic science and history based on the three approaches of a practicing engineer, academician, and historian. The book synthesises and gathers into one accessible volume a strategic range of foundational topics involving the atomic theory, energy, entropy, and the laws of thermodynamics.
This book presents numerical methods and computational aspects for linear integral equations. Such equations occur in various areas of applied mathematics, physics, and engineering. The material covered in this book, though not exhaustive, offers useful techniques for solving a variety of problems. Historical information cover ing the nineteenth and twentieth centuries is available in fragments in Kantorovich and Krylov (1958), Anselone (1964), Mikhlin (1967), Lonseth (1977), Atkinson (1976), Baker (1978), Kondo (1991), and Brunner (1997). Integral equations are encountered in a variety of applications in many fields including continuum mechanics, potential theory, geophysics, electricity and mag netism, kinetic theory of gases, hereditary phenomena in physics and biology, renewal theory, quantum mechanics, radiation, optimization, optimal control sys tems, communication theory, mathematical economics, population genetics, queue ing theory, and medicine. Most of the boundary value problems involving differ ential equations can be converted into problems in integral equations, but there are certain problems which can be formulated only in terms of integral equations. A computational approach to the solution of integral equations is, therefore, an essential branch of scientific inquiry.