Map Use: Reading, Analysis, Interpretation, seventh edition, is a comprehensive, foundational textbook designed for the college curriculum. Now updated with a new section on map interpretation, Map Use provides students with the knowledge and skills to read and understand maps, and offers professional cartographers a thorough reference resource. Nearly 600 full-color maps, photographs, and graphs illustrate the concepts behind communicating with maps, while an extensive glossary and resource DVD for instructors (lecture slides, lab exercises, and answer keys) further support use of the text in the classroom. The book renders basic cartographic principles accessible to all, from students of cartography and map design to those without a formal education in geography. Accommodating new developments in GPS and geographic information system technology, this newest edition could serve as an introductory GIS text as well.
Today, increasing demands and expectations are being placed on GPS systems. Assisted GPS (A-GPS) has been developed to provide greatly improved capabilities, helping GPS work better and faster in almost any location. Offering a detailed look at all the technical aspects and underpinnings of A-GPS, this unique book places emphasis on practical implementation. The book reviews standard GPS design, helping professionals understand why GPS requires assistance in the first place. Readers discover how A-GPS enables the computing of a position from navigation satellites in the absence of precise time - a topic not covered in any other book. Moreover, engineers learn how to design and analyze a high sensitivity GPS receiver and determine the achievable sensitivity of a GPS receiver.
The main theme of this book is the homotopy principle for holomorphic mappings from Stein manifolds to the newly introduced class of Oka manifolds. The book contains the first complete account of Oka-Grauert theory and its modern extensions, initiated by Mikhail Gromov and developed in the last decade by the author and his collaborators. Included is the first systematic presentationÿ of the theory of holomorphic automorphisms of complex Euclidean spaces, a survey on Stein neighborhoods, connections between the geometry of Stein surfaces and Seiberg-Witten theory, and a wide variety of applications ranging from classical to contemporary.
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