Innovation in Cultural Systems: Contributions from Evolutionary Anthropology
In recent years an interest in applying the principles of evolution to the study of culture emerged in the social sciences. Archaeologists and anthropologists reconsidered the role of innovation in particular, and have moved toward characterizing innovation in cultural systems not only as a product but also as an evolutionary process.
There is continuing government pressure on public services to "reform". Expectations of new forms and standards of delivery, joined-up practice and the reconnection of services to users are high. Unfortunately, many policy makers have become reliant on mechanistic top-down audit and inspection regimes as the means of implementation. This book sets out to redress the balance.
This classic work, now available in paperback, outlines the geometric aspects of algebraic equations, one of the oldest and most central subjects in mathematics. Recent decades have seen explosive growth in the more abstract side of algeraic geometry, with great emphasis on new basic techniques. This timely reissue complements these recent innovations, providing a much-needed background in such areas as plane curves, quadratic transformations, the geometry of line systems, and the projective characters of curves and surfaces.
Renewable Energy Systems: The Choice and Modeling of 100% Renewable Solutions
In this practical guide, globally recognized renewable energy researcher and professor Henrik Lund describes the modeling and simulation techniques that can be utilised to ensure at the outset of any renewable energy project that the resources available will meet supply demands. A clear, comprehensive methodology is set forth for comparing different energy systems' abilities to integrate fluctuating and intermittent renewable energy sources.
Geometric Optics: Theory and Design of Astronomical Optical Systems Using Mathematica
This book—unique in the literature—provides readers with the mathematical background needed to design many of the optical combinations that are used in astronomical telescopes and cameras. The results presented in the work were obtained by using a different approach to third-order aberration theory as well as the extensive use of the software package Mathematica®.