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Large-Scale Software Architecture: A Practical Guide using UMLThis book is intended to be a practical guide. Our goal is to be brief. We cover only the essential information to guide software architects in defining the software architecture, providing pointers to further reading in lieu of detailed descriptions of this literature. Ideally, we can help software... | | Measurement and Modeling of Silicon Heterostructure DevicesWhen you see a nicely presented set of data, the natural response is: “How did they do that; what tricks did they use; and how can I do that for myself?” Alas, usually, you must simply keep wondering, since such tricks-of- the-trade are usually held close to the vest and rarely divulged. Shamefully ignored in the technical literature,... | | Electrotherapeutic Devices: Principles, Design, and Applications
Electrotherapy is fast gaining mainstream acceptance, no doubt due to the growing mountain of clinical evidence demonstrating its effectiveness. To meet the growing demand for information, this scientifically rigorous guide gives healthcare professionals and engineers essential technical, biological, and clinical background together with... |
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An Introduction to Programming with Mathematica, Third Edition
"Essential...a welcome addition to the literature. The choice of topics and their presentation are lucidly informed by considerable experience. The writing style is straightforward and clear. The authors stick resolutely to their goal of producing an introductory text, not a complete treatment, on programming in Mathematica. As such it... | | Discrete-Signal Analysis and DesignA clear, step-by-step approach to practical uses of discrete-signal analysis and design, especially for
communications and radio engineers
This book provides an introduction to discrete-time and discrete-frequency signal processing, which is rapidly becoming an important, modern way to design and analyze electronics projects of all... | | Numerical Methods for Least Squares ProblemsThe method of least squares was discovered by Gauss in 1795. It has since become the principal tool for reducing the influence of errors when fitting models to given observations. Today, applications of least squares arise in a great number of scientific areas, such as statistics, geodetics, signal processing, and control.
In the last 20 years... |
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