Math Reading

<P>Quality care of patients requires evaluating large amounts of data at the right time and place and in the correct context. With the advent of electronic health records, data warehouses now provide information at the point of care and facilitate a continuous learning environment in which lessons learned can provide updates to clinical, administrative, and financial processes. Given the advancement of the information tools and techniques of today’s knowledge economy, utilizing these resources are imperative for effective healthcare. Thus, the principles of Knowledge Management (KM) are now essential for quality healthcare management.

The Healthcare Knowledge Management Primer explores and explains essential KM principles in healthcare settings in an introductory and easy to understand fashion. This concise book is ideal for both students and professionals who need to learn more about key aspects of the KM field as it pertains to effecting superior healthcare delivery. It provides readers with an understanding of approaches to KM by examining the purpose and nature of its key components and demystifies the KM field by explaining in an accessible manner the key concepts of KM tools, strategies and techniques, and their benefits to contemporary healthcare organizations.

Two fundamental theories are commonly debated in the study of random processes: the Bachelier Wiener model of Brownian motion, which has been the subject of many books, and the Poisson process. While nearly every book mentions the Poisson process, most hurry past to more general point processes or to Markov chains. This comparative neglect is ill judged, and stems from a lack of perception of the real importance of the Poisson process. This distortion partly comes about from a restriction to one dimension, while the theory becomes more natural in more general contexts. This book attempts to redress the balance. It records the author's fascination with the beauty and wide applicability of Poisson processes in one or more dimensions. The mathematical theory is powerful and a few key results often produce surprising consequences.

First integrated treatment of main ideas behind René Thom’s theory of catastrophes stresses detailed applications in the physical sciences. Mathematics of theory explained with a minimum of technicalities. Over 200 illustrations clarify text designed for researchers and postgraduate students in engineering, mathematics, physics and biology. 1978 edition. Bibliography.

With its concentration on geometrical forms, Islamic design offers a rich source of patterns. Many are taken Moorish Spain and the traditional sites of the Middle East and North Africa, but this book also includes patterns which have been used in mosques in Great Britain.

<P>First director of the Académie royale d’architecture, François Blondel established a lasting model for architectural education that helped transform a still largely medieval profession into the one we recognize today. <P><P>Most well known for his 1676 urban plan of Paris, Blondel is also celebrated as a mathematician, scientist, and scholar. Few figures are more representative of the close affinity between architecture and the "new science" of the seventeenth century.

The first full-length study in English to appear on this polymath, this book adds to the scholarship on early modern architectural history and particularly on French classicism under Louis XIV and his minister Jean-Baptiste Colbert. It studies early modern science and technology, Baroque court culture, and the development of the discipline of architecture.

From the medicine we take, the cars we drive, the clothes we wear to even the beer we drink, statistics give shape to everything we do. Yet, for all their ubiquity, most of us really don't know what to make of statistics. Exploring the history, mathematics, philosophy and practical use of statistics, this brand-new Introducing title will be of interest to anyone perplexed by the jungle of numbers in which we all live.

"A veritable encyclopedia of the khipu, this volume pulls together new and groundbreaking work by the foremost experts, attacking the problem from a wide variety of perspectives and integrating analysis from historical, archaeological, and ethnographic perspectives." --Thomas A. Abercrombie, Associate Professor of Anthropology, New York University The Inka Empire stretched over much of the length and breadth of the South American Andes, encompassed elaborately planned cities linked by a complex network of roads and messengers, and created astonishing works of architecture and artistry and a compelling mythology--all without the aid of a graphic writing system. Instead, the Inkas' records consisted of devices made of knotted and dyed strings--called khipu--on which they recorded information pertaining to the organization and history of their empire. Despite more than a century of research on these remarkable devices, the khipu remain largely undeciphered. In this benchmark book, thirteen international scholars tackle the most vexed question in khipu studies: how did the Inkas record and transmit narrative records by means of knotted strings? The authors approach the problem from a variety of angles. Several essays mine Spanish colonial sources for details about the kinds of narrative encoded in the khipu. Others look at the uses to which khipu were put before and after the Conquest, as well as their current use in some contemporary Andean communities. Still others analyze the formal characteristics of khipu and seek to explain how they encode various kinds of numerical and narrative data.