Depression is a mood disorder that affects one in ten Americans in any given year. At one time too stigmatized to be mentioned in polite conversation, depression is now discussed frankly in the media, and advertisements for drug therapy appear everywhere. The third edition of this widely acclaimed book reflects changes in how mood disorders...
She begins, in the morning, by casing her joints: Can her ankles take the stairs? Will her fingers open a jar? Peel an orange? But it was not always this way for Mary Felstiner, who went to bed one night an active professional and healthy young mother, and woke the next morning literally out of joint. With wrists and elbows no longer...
Contains guidelines and recommendations-in tabular form for quick reference-on patient evaluation and optimal treatment for long-term care!
Based on evidence from recent systematic clinical research studies, this comprehensive reference provides the latest information on the assessment, diagnosis, and treatment of...
This book represents the most up-to-date description of the state of the art in laser and light source technology. After an initial chapter describing the latest understanding of laser physics and safety, subsequent chapters take up the laser treatment, respectively, of vascular lesions, pigmented lesions and tattoos, unwanted hair, ablative...
Diabetes mellitus and its complications are conditions of growing importance from both the clinical and epidemiological standpoint. Diabetes has life-threatening complications affecting several organs and systems, with increased risk for ocular, renal, cardiac, cerebral, nervous and peripheral vascular disease. In many developed countries and...
Learn how to build a complete 3D game using the industry-leading Unity game development engine and Blender, the graphics software that gives life to your ideas
About This Book
Learn the fundamentals of two powerful tools and put the concepts into practice
The focus of this book and its geometric notions is on real vector spaces X that are finite or infinite inner product spaces of arbitrary dimension greater than or equal to 2. It characterizes both euclidean and hyperbolic geometry with respect to natural properties of (general) translations and general distances of X. Also for these spaces...
