


  Schrodinger's Rabbits: The Many Worlds of Quantum"Usually quantum fuzziness appears only in ultratiny arenas, on a scale smaller than a golf ball to the degree that the golf ball is smaller than Texas. But nowadays, in labs around the world, scientists are plotting to release quantum weirdness from its subatomic prison. Before too long, quantum news won't be just for the science section...   Inverse Problem Theory and Methods for Model Parameter Estimation‘Tarantola's book is undoubtedly the most important work on probabilistic inverse theory. It presents a complete theory where a physical parameter is represented, not by a number, but by a probability distribution.’ Klaus Mosegaard, Niels Bohr Institute
The use of actual observations to infer the properties of a... 

From Erdos to Kiev: Problems of Olympiad Caliber (Dolciani Mathematical Expositions)'The publication of every new volume in The Dolciani Mathematical Expositions of the Mathematical Association of America is an important event ... This book is recommended to teachers, students and everyone, who enjoy the fun and games of problem solving and have the opinion that asking and answering problems is what keeps a mathematician young in...   Criminal Investigative FailuresThis topic is vitally important for not only understanding the causes and prevention of failures, but for understanding and measuring success. —John Eck, University of Cincinnati, Department of Criminal Justice
For serious crimes, criminal investigators are the gatekeepers for the rest of the criminal...   

Neural Networks: A Systematic IntroductionOne of the wellsprings of mathematical inspiration has been the continuing attempt to formalize human thought. From the syllogisms of the Greeks, through all of logic and probability theory, cognitive models have led to beautiful mathematics and wide ranging application. But mental processes have proven to be more complex than any of the formal...     All the Mathematics You Missed But Need to Know for Graduate School"Point set topology, complex analysis, differential forms, the curvature of surfaces, the axiom of choice, Lebesgue integration, Fourier analysis, algorithms, and differential equations.... I found these sections to be the high points of the book. They were a sound introduction to material that some but not all graduate students will... 

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