The Story Is True Second Edition Revised And Expanded
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The Story Is True, Second Edition, Revised and Expanded
Author: Bruce Jackson
language: en
Publisher: State University of New York Press
Release Date: 2022-10-01
In The Story Is True, folklorist, filmmaker, and professor of English Bruce Jackson explores the ways we use the stories that become a central part of our public and private lives. Describing and explaining how stories are made and used, Jackson examines how stories narrate and bring meaning to our lives. Jackson writes about his family and friends, acquaintances, and experiences, focusing on more than a dozen personal stories. From oral histories to public stories—such as what happened when Bob Dylan "went electric" at the 1965 Newport Folk Festival—Jackson gets at how the "truth" is constantly shifting depending on the perspective, memory, and social meaning that is ascribed to various events—both real and imaginary. The book is ideal for students and writers of oral history and storytelling but goes beyond those topics to encompass how we interpret and understand the real-life "stories" that we encounter in our daily experience. This edition includes new sections on how stories are related to historical facts and new chapters on contemporary films (expanding the discussion of visual storytelling) and on conspiracy narratives and Trump's Big Lie. Fresh examples tie together new material with the existing stories.
The Art of Natural Building-Second Edition-Completely Revised, Expanded and Updated
Author: Joseph F. Kennedy
language: en
Publisher: New Society Publishers
Release Date: 2014-07-01
The original, complete, user-friendly introduction to natural building, now fully revised and updated The popularity of natural building has grown by leaps and bounds, spurred by a grassroots desire for housing that is healthy, affordable, and environmentally responsible. While there are many books available on specific methods such as straw-bale construction, cob, or timber framing, there are few resources which introduce the reader to the entire scope of this burgeoning field. Fully revised and updated, The Art of Natural Building is the complete and user-friendly introduction to natural building for everyone from the do-it-yourselfer to architects and designers. This collection of articles from over fifty leaders in the field is now stunningly illustrated with over two-hundred full-color photographs of natural buildings from around the world. Learn about: The case for building with natural materials, from the perspectives of sustainability, lifestyle, and health What you need to know to plan and design your own beautiful and efficient natural home Explanations of thirty versatile materials and techniques, with resources on where to go for further information on each How these techniques are being used to address housing crises around the world. Clearly written, logically organized, and beautifully illustrated, The Art of Natural Building is the encyclopedia of natural building. Joseph F. Kennedy is a designer, builder, writer, artist, educator, and co-founder of Builders Without Borders. Michael G. Smith is a respected workshop instructor, consultant, and co-author of the best-selling book The Hand-Sculpted House . Catherine Wanek is a co-founder of Builders Without Borders and author/photographer of The Hybrid House and The New Straw Bale Home .
Fundamentals of Real and Complex Analysis
Author: Asuman Güven Aksoy
language: en
Publisher: Springer Nature
Release Date: 2024-04-18
The primary aim of this text is to help transition undergraduates to study graduate level mathematics. It unites real and complex analysis after developing the basic techniques and aims at a larger readership than that of similar textbooks that have been published, as fewer mathematical requisites are required. The idea is to present analysis as a whole and emphasize the strong connections between various branches of the field. Ample examples and exercises reinforce concepts, and a helpful bibliography guides those wishing to delve deeper into particular topics. Graduate students who are studying for their qualifying exams in analysis will find use in this text, as well as those looking to advance their mathematical studies or who are moving on to explore another quantitative science. Chapter 1 contains many tools for higher mathematics; its content is easily accessible, though not elementary. Chapter 2 focuses on topics in real analysis such as p-adic completion, Banach Contraction Mapping Theorem and its applications, Fourier series, Lebesgue measure and integration. One of this chapter’s unique features is its treatment of functional equations. Chapter 3 covers the essential topics in complex analysis: it begins with a geometric introduction to the complex plane, then covers holomorphic functions, complex power series, conformal mappings, and the Riemann mapping theorem. In conjunction with the Bieberbach conjecture, the power and applications of Cauchy’s theorem through the integral formula and residue theorem are presented.