Studying archaeological evidence from sites covering over 200 kilometres of the banks of the Euphrates River, Lisa Cooper's excellent monograph explores the growth and development of human settlement in the Euphrates River Valley of Northern Syria during the Early and Middle Bronze Ages from circa 2700 to 1550 BC. Cooper focuses on the nature and development of the urban politics that existed in the area during these periods and highlights two principal inter-related characteristics of the Euphrates Valley: the study of specific aspects of Euphrates culture, such as the nature of urban secular and religious architecture, mortuary remains, and subsistence pursuits, to underline the unique character of this region during the Early and Middle Bronze Ages the striking resilience of its cultural traditions over many centuries despite the political instability and environmental degradation. Including studies on the tribal background of the populations, the economy, the unique geography of the Euphrates, the ethnic and social structure of its inhabitants, and the influences of states surrounding it, this is a unique and invaluable resource for all students of archaeology and ancient history.
With detailed descriptions of orthopedic surgeries, Rehabilitation for the Postsurgical Orthopedic Patient, 3rd Edition provides current, evidence-based guidelines to designing effective rehabilitation strategies. Coverage of each condition includes an overview of the orthopedic patient's entire course of treatment from pre- to post-surgery. For each phase of rehabilitation, this book describes the postoperative timeline, the goals, potential complications and precautions, and appropriate therapeutic procedures. New to this edition are a full-color design and new chapters on disc replacement, cartilage replacement, hallux valgus, and transitioning the running athlete. Edited by Lisa Maxey and Jim Magnusson, and with chapters written by both surgeons and physical therapists, Rehabilitation for the Postsurgical Orthopedic Patient provides valuable insights into the use of physical therapy in the rehabilitation process. Comprehensive, evidence-based coverage provides an overview of the orthopedic patient's entire course of treatment from pre- to post-surgery, including a detailed look at the surgical procedures and therapy guidelines that can be used to design the appropriate rehabilitation programs. Case study vignettes with critical thinking questions help you develop critical reasoning skills. Indications and considerations for surgery describe the mechanics of the injury and the repair process so you can plan an effective rehabilitation program. Therapy guidelines cover each phase of rehabilitation with specifics as to the expected time span and goals for each phase. Evidence-based coverage includes the latest clinical research to support treatment decisions. Overview of soft tissue and bone healing considerations after surgery helps you understand the rationale behind the timelines for the various physical therapy guidelines. A Troubleshooting section in each chapter details potential pitfalls in the recovery from each procedure. Over 300 photos and line drawings depict concepts, procedures, and rehabilitation. Detailed tables break down therapy guidelines and treatment options for quick reference. Expert contributors include surgeons describing the indications and considerations for surgery as well as the surgery itself, and physical or occupational therapists discussing therapy guidelines. New coverage of current orthopedic surgeries and rehabilitation includes topics such as disc replacement, cartilage replacement, hallux valgus, and transitioning the running athlete. New full-color design and illustrations visually reinforce the content. Updated Suggested Home Maintenance boxes in every chapter provide guidance for patients returning home. References linked to MEDLINE abstracts make it easy to access evidence-based information for better clinical decision-making.
Technology is becoming more and more integrated in mathematics teaching and the use of technology is explicitly demanded by the curricula. Technology can be for example integrated while conceptualizing parameters of quadratic functions. In this thesis three technical visualizations (classic function plotter, drag mode, and sliders) for the manipulation of parameters of quadratic functions shall be compared with an access without the possibility of technical visualization. For this purpose, a Guided Discovery environment was developed, which was conducted in an intervention study with 14 classes of grade 9 (N=383). Different strengths and weaknesses of the individual visualizations in favor of the dynamic visualizations by drag mode and slider are shown. Also, different potentials and constraints of the use of technology are visible, for example the students use the technology to test their own hypotheses that were generated through the use of technology. The author Lisa Göbel completed her dissertation as a research assistant under Prof. Dr. Bärbel Barzel in the Mathematics Education department at the University of Duisburg-Essen. Her interests include functional thinking and the use of technology in mathematics teaching.
Continued Fractions consists of two volumes — Volume 1: Convergence Theory; and Volume 2: Representation of Functions (tentative title), which is expected in 2011. Volume 1 is dedicated to the convergence and computation of continued fractions, while Volume 2 will treat representations of meromorphic functions by continued fractions. Taken together, the two volumes will present the basic continued fractions theory without requiring too much previous knowledge; some basic knowledge of complex functions will suffice. Both new and advanced graduate students of continued fractions shall get a comprehensive understanding of how these infinite structures work in a number of applications, and why they work so well. A varied buffet of possible applications to whet the appetite is presented first, before the more basic but modernized theory is given. This new edition is the result of an increasing interest in computing special functions by means of continued fractions. The methods described in detail are, in many cases, very simple, yet reliable and efficient.
Patent Law: Cases, Problems, and Materials is a free casebook, co-authored by Professor Jonathan S. Masur (University of Chicago Law School) and Professor Lisa Larrimore Ouellette (Stanford Law School). The casebook is made available under a Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International License. A digital version of the casebook can be downloaded free online at patentcasebook.org, and a printed copy can be purchased on Amazon at cost.
Patent Law: Cases, Problems, and Materials (3rd Edition 2023) is a free casebook, co-authored by Professor Jonathan S. Masur (University of Chicago Law School) and Professor Lisa Larrimore Ouellette (Stanford Law School). The casebook is made available under a Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International License. A digital version of the casebook can be downloaded free online, and a printed copy can be purchased at cost (royalty free).
Continued Fractions consists of two volumes -- Volume 1: Convergence Theory; and Volume 2: Representation of Functions (tentative title), which is expected in 2011. Volume 1 is dedicated to the convergence and computation of continued fractions, while Volume 2 will treat representations of meromorphic functions by continued fractions. Taken together, the two volumes will present the basic continued fractions theory without requiring too much previous knowledge; some basic knowledge of complex functions will suffice. Both new and advanced graduate students of continued fractions shall get a comprehensive understanding of how these infinite structures work in a number of applications, and why they work so well. A varied buffet of possible applications to whet the appetite is presented first, before the more basic but modernized theory is given.This new edition is the result of an increasing interest in computing special functions by means of continued fractions. The methods described in detail are, in many cases, very simple, yet reliable and efficient.
Patent Law: Cases, Problems, and Materials (2nd Edition 2022) is a free casebook, co-authored by Professor Jonathan S. Masur (University of Chicago Law School) and Professor Lisa Larrimore Ouellette (Stanford Law School). The casebook is made available under a Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International License. A digital version of the casebook can be downloaded free online at patentcasebook.org, and a printed copy can be purchased on Amazon at cost.
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