Larry Smith – författare

"The New York Times" bestseller "Not Quite What I Was Planning" made six-word memoirs an international phenomenon, as people around the world shared terse true tales of romance, parenthood, friendship, ambition, failure, haircuts, and French fries. Thanks to massive media attention - from "The New Yorker" to "Vanity Fair" to "Entertainment Weekly" - the six-word memoir concept spread to classrooms, dinner tables, churches, synagogues, and tens of thousands of blogs. Deceptively simple and surprisingly addictive, "It All Changed in an Instant" contains a thousand (more) glimpses of humanity from writers famous and obscure, including Wally Lamb, Isabel Allende, James Frey, Ann Coulter, Tommy Chong, and Chelsea Handler-six words at a time.

From the creators of Six-Word Memoirs comes The Moment, a collection of personal stories from writers both famous and obscure revealing how a single instant changed their lives forever. An innocuous decision, an unforeseen accident, a chance conversation, a tag sale, a terrorist strike, a tweet ...sometimes all it takes is a single moment to redirect the course of an entire life. In the tradition of Smith magazine's Not Quite What I Was Planning and the sensational Six-Word Memoirs on Love & Heartbreak-and in the spirit of StoryCorps, the Moth, and This American Life-The Moment unveils everyday people's inner lives in narratives of all shapes and sizes, with stories from six to 1,000 words, photographs, comics, illustrations, handwritten letters, and more. It's enough to change your life forever.

One life. Six words. What's yours? True tales of love, loss, good friends, and bad hair days filled Not Quite What I Was Planning, the New York Times bestselling first book in the Six-Word Memoir series-and an international phenomenon. Some of the most compelling were by teens, so now SMITH Magazine has compiled a book written entirely by these bold, brash truth-tellers. From cancer to creativity, prom dates to promiscuity, and breaking hearts to breaking laws, the memoirs in this collection reveal that often the youngest writers have the most fascinating stories to tell. Met online; love before first sight. Hair's pink to piss you off. I fulfilled my awkwardness quota today. I'm seventeen, engaged, and not pregnant. My mom had my boyfriend deported. Late for school every single day. According to Facebook, we broke up.

A comprehensive and historical introduction to social work.

 

This book is part of the Connecting Core Competencies Series. This series helps students understand and master CSWE’s core competencies with a variety of pedagogy highlighted competency content and critical thinking questions for the competencies throughout.

 

With its balanced presentation of social work and social welfare, this text answers students' questions about social work and their social work education.

 

Introduction to Social Work, 12/e, helps students understand the importance of history and how it has shaped the social work profession. Cases help students apply theory to practice and provide a glimpse of what social workers do and the versatility of the profession.

 

Teaching & Learning Experience

Improve Critical Thinking – Includes critical thinking questions in margins. Engage Students – Extensive case studies help students apply theory to practice.  Explore Current Issues – Updated statistics include current data. Major areas updated throughout including school violence, mental illness, and other challenging issues. Apply CSWE Core Competencies – Integrates the 2008 CSWE EPAS throughout – highlights competencies and practice behaviors and includes expensive pedagogy. Support Instructors – An Instructor’s Manual and Test Bank, Computerized Test Bank (MyTest), BlackBoard Test Item File, and PowerPoint presentations are included in the outstanding supplements package.

Written by an algebraic topologist motivated by his own desire to learn, this well-written book represents the compilation of the most essential and interesting results and methods in the theory of polynomial invariants of finite groups. From the table of contents: - Invariants and Relative Invariants - Finite Generation of Invariants - Construction of Invariants - Poincaré Series - Dimension Theoretic Properties of Rings of Invariants - Homological Properties of Invariants - Groups Generated by Reflections - Modular Invariants - Polynomial Tensor Exterior Algebras - Invariant Theory and Algebraic Topology - The Steenrod Algebra and Modular Invariant Theory

This popular and successful text was originally written for a one-semester course in linear algebra at the sophomore undergraduate level. Consequently, the book deals almost exclusively with real finite dimensional vector spaces, but in a setting and formulation that permits easy generalization to abstract vector spaces. A wide selection of examples of vector spaces and linear transformation is presented to serve as a testing ground for the theory. In the second edition, a new chapter on Jordan normal form was added which reappears here in expanded form as the second goal of this new edition, after the principal axis theorem. To achieve these goals in one semester it is necessary to follow a straight path, but this is compensated by a wide selection of examples and exercises. In addition, the author includes an introduction to invariant theory to show that linear algebra alone is incapable of solving these canonical forms problems. This bookis a compact but mathematically clean introduction to linear algebra with particular emphasis on topics in abstract algebra, the theory of differential equations, and group representation theory.

Beginning with interviews with the last surviving drill instructors of World War II, this powerful oral history offers the voices of veterans from every major war of the last sixty years, concluding with accounts of what it takes to train marines for Iraq today. The Few and the Proud contains revelatory details about the vicious training techniques used to prepare marines for the great battles against Japan in the Pacific; the Ribbon Creek training disaster of the 1950s; and legendary stories by the likes of Iwo Jima veteran "Iron" Mike Mervosh and R. Lee Ermey, the infamous drill instructor from Full Metal Jacket. With death-defying accounts relayed from the MCRD in San Diego and the legendary Parris Island, The Few and the Proud is both a personal history of the 230-year-old U.S. Marine Corps and a repository of heroism, leadership, and determination in the toughest division of the United States military.

On February 19, 1945, nearly 70,000 American soldiers invaded a tiny volcanic island in the Pacific. Over the next thirty-five days, approximately 28,000 soldiers died, including nearly 22,000 Japanese and 6,821 Americans, making Iwo Jima one of the costliest battles of World War II. In his most important work to date, best-selling author Larry Smith lets twenty-two veterans of the conflict tell the story of this epic clash in their own words.Many of these soldiers were no more than teenagers when they answered their country’s call, and yet the men relate the momentous events of this terrible conflict as if they occurred just last year, instead of more than half a century ago. Describing the initial charge across the treacherous black ash of the landing beach under heavy fire is Chuck Lindberg, the last survivor of the two teams that planted the flags on Mount Suribachi—a moment captured forever in Joe Rosenthal’s iconic photograph for the Associated Press. General Fred Haynes recounts his heroic attempts to keep order amid tremendous casualties on the battlefield. Woody Williams and George Wahlen, two of the battle’s twenty-six Medal of Honor recipients, tell their unbelievable stories, and Samuel Tso relates his role as one of the famous Navajo code talkers.Though the flags went up just days after the invasion, the fighting wasn’t over: through nearly eight miles of tunnels, thousands of Japanese troops defended the island despite hundred-degree heat, famine rations, and the overpowering stench of sulfur. To get both sides of the story, Smith interviewed the daughter of Captain Tsunezo Wachi, one of the most prominent Japanese survivors, and presents new evidence about the disappearance of the famed Japanese commander Lieutenant General Tadamichi Kuribayashi, who waged a brilliant defense of the island only to allegedly commit suicide rather than submit to the Americans.Smith also investigates the controversy surrounding Rosenthal’s famous photograph of the flag raising, and he interviews bomber and fighter crewmen to hear firsthand whether they believed the terrible cost of capturing the island was truly justified by its strategic use as an emergency stop for B-29 Superfortress bombers. Through the story of Navy Cross recipient John Ripley, Smith brings the history of the island up-to-date—from its return to Japan in 1968 to the dramatic discoveries made in the caves of Iwo in the 1980s and the Japanese-American Reunion of Honor now held annually on the island.With dozens of photographs and maps, Iwo Jima is a stunning history of this emblematic battle, but it is also a personal history of the generation of soldiers, many now in their final years, who waged one of the most important wars in American history.

Poincaré duality algebras originated in the work of topologists on the cohomology of closed manifolds, and Macaulay's dual systems in the study of irreducible ideals in polynomial algebras. These two ideas are tied together using basic commutative algebra involving Gorenstein algebras. Steenrod operations also originated in algebraic topology, but may best be viewed as a means of encoding the information often hidden behind the Frobenius map in characteristic p<>0. They provide a noncommutative tool to study commutative algebras over a Galois field. In this Tract the authors skilfully bring together these ideas and apply them to problems in invariant theory. A number of remarkable and unexpected interdisciplinary connections are revealed that will interest researchers in the areas of commutative algebra, invariant theory or algebraic topology.

The questions that have been at the center of invariant theory since the 19th century have revolved around the following themes: finiteness, computation, and special classes of invariants. This book begins with a survey of many concrete examples chosen from these themes in the algebraic, homological, and combinatorial context. In further chapters, the authors pick one or the other of these questions as a departure point and present the known answers, open problems, and methods and tools needed to obtain these answers. Chapter 2 deals with algebraic finiteness. Chapter 3 deals with combinatorial finiteness. Chapter 4 presents Noetherian finiteness. Chapter 5 addresses homological finiteness. Chapter 6 presents special classes of invariants, which deal with modular invariant theory and its particular problems and features. Chapter 7 collects results for special classes of invariants and coinvariants such as (pseudo) reflection groups and representations of low degree. If the ground field is finite, additional problems appear and are compensated for in part by the emergence of new tools. One of these is the Steenrod algebra, which the authors introduce in Chapter 8 to solve the inverse invariant theory problem, around which the authors have organized the last three chapters. <>br>The book contains numerous examples to illustrate the theory, often of more than passing interest, and an appendix on commutative graded algebra, which provides some of the required basic background. There is an extensive reference list to provide the reader with orientation to the vast literature.

This highly readable direct practice text offers a practical introduction to the theories and skills necessary to engage in effective, strengths-based practice. Developed specifically to address the issues facing students as they prepare for direct practice in today's world, Direct Practice for Social Work interweaves diversity and social justice throughout the chapters and teaches students how to make the connections between major theories and real-world situations. Written in an engaging style by experienced authors, this text encourages the development of students' critical thinking skills while demonstrating the practical applications of theory. Highlights include chapters opening case studies, numerous case studies in each chapter, and more modeled responses, sample dialogues and exercises than are found anywhere else. Comprehensive coverage of the major theories and adherence to CSWE guidelines make this text an invaluable addition to any professional social work educational or professional library.

This popular and successful text was originally written for a one-semester course in linear algebra at the sophomore undergraduate level. This bookis a compact but mathematically clean introduction to linear algebra with particular emphasis on topics in abstract algebra, the theory of differential equations, and group representation theory.

In the second edition of this popular and successful text the number of exercises has been drastically increased (to a minimum of 25 per chapter); also a new chapter on the Jordan normal form has been added. These changes do not affect the character of the book as a compact but mathematically clean introduction to linear algebra with particular emphasis on topics that are used in the theory of differential equations.