Before Dallas Stoudenmire accepted the position as marshal of El Paso, there existed no authority except that of the six-shooter, and very little precedent for a peace officer to follow. No one before had held the job for more than a couple of months. Yet, within two years, with the help of Jim Gillett, his young deputy, Stoudenmire had cleaned up the town, a task that earned him many enemies and, in the end, death. This is the story of Dallas Stoudenmire-auburn-haired, fiery-eyed, six-foot, two-inch gunfighter, container of laughter, liquor, and death-during the two tumultuous years in the early 1880’s when he served as almost the only law north of the Rio Grande and west of Fort Worth.
Before Dallas Stoudenmire accepted the position as marshal of El Paso, there existed no authority except that of the six-shooter, and very little precedent for a peace officer to follow. No one before had held the job for more than a couple of months. Yet, within two years, with the help of Jim Gillett, his young deputy, Stoudenmire had cleaned up the town, a task that earned him many enemies and, in the end, death. This is the story of Dallas Stoudenmire-auburn-haired, fiery-eyed, six-foot, two-inch gunfighter, container of laughter, liquor, and death-during the two tumultuous years in the early 1880’s when he served as almost the only law north of the Rio Grande and west of Fort Worth.
Written by a leading scholar in mathematics, this monograph discusses the Radon transform, a field that has wide ranging applications to X-ray technology, partial differential equations, nuclear magnetic resonance scanning, and tomography. In this book, Ehrenpreis focuses on recent research and highlights the strong relationship between high-level pure mathematics and applications of the Radon transform to areas such as medical imaging. The first part of the book discusses parametric and nonparametric Radon transforms, Harmonic Functions and Radon transform on Algebraic Varieties, nonlinear Radon and Fourier transforms, Radon transform on groups, and Radon transform as the interrelation of geometry and analysis. The later parts discuss the extension of solutions of differential equations, Periods of Eisenstein and Poincaré, and some problems of integral geometry arising in tomography. Examples and proofs are provided throughout the book to aid the reader's understanding. This is the latest title in the Oxford Mathematical Monographs, which includes texts and monographs covering many topics of current research interest in pure and applied mathematics. Other titles include: Carbone and Semmes: A graphic apology for symmetry and implicitness; Higson and Roe: Analytic K-Homology; Iwaniec and Martin: Geometric Function Theory and Nonlinear Analysis; Lyons and Qian: System Control and Rough Paths. Also new in paperback Johnson and Lapidus: The Feynman Integral and Feynman's Operational Calculus; Donaldson and Kronheimer: The geometry of four-manifolds.
Thus spoke one lawman about John Wesley Hardin, easily the most feared and fearless of all the gunfighters in the West. Nobody knows the exact number of his victims-perhaps as few as twenty or as many as fifty. In his way of thinking, Hardin never shot a man who did not deserve it. Seeking to gain insight into Hardin’s homicidal mind, Leon Metz describes how Hardin’s bloody career began in post-Civil War Central Texas, when lawlessness and killings were commonplace, and traces his life of violence until his capture and imprisonment in 1878. After numerous unsuccessful escape attempts, Hardin settled down and received a pardon years later in 1895. He wrote an autobiography but did not live to see it published. Within a few months of his release, John Selman gunned him down in an El Paso saloon.
Biography of the man who killed Billy the Kid, this thorough and well-written analysis deals effectively with almost every question that has been raised about the controversial life and death of Pat Garrett.
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