Both film buffs and students of the cinema will find this reference indispensable. It gives a chronological overview of film, analyzing genres such as westerns and sci-fi; explores different artistic approaches, techniques, and effects; and profiles a wide variety of directors, from Alfred Hitchcock to Steven Spielberg.
Microstock Photography: How to Make Money from Your Digital Images
One-stop guide to making money from microstocks, the world's fastest growing imaging phenomenon. Over 60 illustrations and photographs help you improve your skills, learn new techniques specific to shooting stock photography and better understand what the microstock market demands.
Building High-Performance People and Organizations, Three VolumesBusiness success depends on employee innovation, drive, skill, endurance, and dedication. Engaged employees, studies show, provide tangible advantages to the organization like greater customer satisfaction and improved profitability. In contrast, the Gallup Organization has discovered that disengaged workers cost U.S. business between $250 billion and $350 billion each year. How do you engage employees and, in turn, create the high-performance organization? That's what this set is all about.
Explaining the Brain: Mechanisms and the Mosaic Unity of NeuroscienceWhat distinguishes good explanations in neuroscience from bad? Carl F. Craver constructs and defends standards for evaluating neuroscientific explanations that are grounded in a systematic view of what neuroscientific explanations are: descriptions of multilevel mechanisms. In developing this approach, he draws on a wide range of examples in the history of neuroscience (e.g. Hodgkin and Huxleys model of the action potential and LTP as a putative explanation for different kinds of memory)
Zipf's law is one of the few quantitative reproducible regularities found in economics. It states that, for most countries, the size distributions of cities and of firms are power laws with a specific exponent: the number of cities and of firms with sizes greater than S is inversely proportional to S. Zipf's law also holds in many other scientific fields.
