Designers of high-speed integrated circuits face a bewildering array of choices and too often spend frustrating days tweaking gates to meet speed targets. Logical Effort: Designing Fast CMOS Circuits makes high speed design easier and more methodical, providing a simple and broadly applicable method for estimating the delay resulting from factors such as topology, capacitance, and gate sizes. The brainchild of circuit and computer graphics pioneers Ivan Sutherland and Bob Sproull, "logical effort" will change the way you approach design challenges. This book begins by equipping you with a sound understanding of the method's essential procedures and concepts-so you can start using it immediately. Later chapters explore the theory and finer points of the method and detail its specialized applications. Features Explains the method and how to apply it in two practically focused chapters. Improves circuit design intuition by teaching simple ways to discern the consequences of topology and gate size decisions. Offers easy ways to choose the fastest circuit from among an array of potential circuit designs. Reduces the time spent on tweaking and simulations-so you can rapidly settle on a good design. Offers in-depth coverage of specialized areas of application for logical effort: skewed or unbalanced gates, other circuit families (including pseudo-NMOS and domino), wide structures such as decoders, and irregularly forking circuits. Presents a complete derivation of the method-so you see how and why it works.
Poetry. Translation. Translated by Viera and James Sutherland-Smith as part of the Contemporary European Poetry series edited by Peter Milcak (other titles available at SPD). Ivan Laucik, a member of the literary group the Solitary Runners, has published several collections of poetry in his native Slovakia, including Mobile Within Mobility, We Are Akin from the Beginning, and Threshold of Hearing. In addition, his poetry has appeared in various anthologies of contemporary Slovakian poetry. "Look, clamour. Matt steel. Sounds dwindling./ Pressure in the forests. The table worn to the bone./ Summer closes quickly. The palate is flooded/ with burnt caramel./ I live off hasty grasses . . ."-from "My Dear Friends!" Also features drawings by Marek Ormandik.
INDEPENDENT BOOKS OF THE YEAR This completely new edition of the Penguin Guide reviews the 1000 best classical albums issued and reissued over the past five decades, many of which dominate the catalogue because of their sheer excellence, irrespective of recording dates. More comprehensive than ever before, it indicates key recordings on CD, DVD and enhanced SACD, including those in surround sound. If you want the finest available version of any major classical album you will find it listed and assessed in these pages. Ranging from long-established albums to the newest releases, the latest edition represents the cream of the international repertoire and has all the information you need to select the finest classical music available.
Originally published in 1976, this title deals with the problem of how we tell left from right. The authors argue that the ability to tell left from right depends ultimately on a bodily asymmetry, such as preference for one or the other hand, or dominance of one side of the brain. This has implications for child development, reading disability, navigation, art, and culture.
An Introduction to Drugs in Sport provides a detailed and systematic examination of the extent of drug use in sport and attempts to explain why athletes have, over the last four decades, increasingly used performance-enhancing drugs. Richly illustrated throughout with case studies and empirical data, this book is essential reading for anybody with an interest in the relationship between drugs, sport and society.
This is an essentially self-contained monograph in an intriguing field of fundamental importance for Representation Theory, Harmonic Analysis, Mathematical Physics, and Combinatorics. It is a major source of general information about the double affine Hecke algebra, also called Cherednik's algebra, and its impressive applications. Chapter 1 is devoted to the Knizhnik-Zamolodchikov equations attached to root systems and their relations to affine Hecke algebras, Kac-Moody algebras, and Fourier analysis. Chapter 2 contains a systematic exposition of the representation theory of the one-dimensional DAHA. It is the simplest case but far from trivial with deep connections in the theory of special functions. Chapter 3 is about DAHA in full generality, including applications to Macdonald polynomials, Fourier transforms, Gauss-Selberg integrals, Verlinde algebras, and Gaussian sums. This book is designed for mathematicians and physicists, experts and students, for those who want to master the double Hecke algebra technique. Visit http://arxiv.org/math.QA/0404307 to read Chapter 0 and selected topics from other chapters.
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