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Natural Fitness Product
 Economics as an Evolutionary Science: From Utility to Fitness by Arthur E. Gandolfi, X Economics is traditionally taken to be the social science concerned with the production, consumption, exchange, and distribution of wealth and commodities. Economists carefully track the comings and goings of the human household, whether written small (microeconomics) or large (macroeconomics) and attempt to predict future patterns under different situations. However, in constructing their models of economic behavior, economists often lose sight of the actual characteristics and motivations of their human subjects. In consequence, they have found the goal of an explanatory and predictive science to be elusive. Economics as an Evolutionary Science reorients economics toward a more direct appreciation of human nature, with an emphasis on what we have learned from recent advances in evolutionary science. The authors integrate economics and evolution to produce a social science that is rigorous, internally coherent, testable, and consistent with the natural sciences. The authors suggest an expanded definition of "fitness, " as in Darwin's survival of the fittest, emphasizing not only the importance of reproduction and the quality of offspring, but also the unique ability of humans to provide material wealth to their children. The book offers a coherent explanation for the recent decline in fertility, which is shown to be consistent with the evolutionary goal of maximizing genetic success. In addition, the authors demonstrate the relevance to economics of several core concepts derived from biologists, including the genetics of parent-offspring conflict, inclusive fitness theory, and the phenomena of R-selection and K-selection. The keystone of their presentation is a cogent critique of thetraditional concept of "utility.
 Science of Woman: Gynaecology an by Ornella Moscucci, X Is women's destiny rooted in their biology? Since the end of the eighteenth century the science of gynecology has legitimized the view that women are "naturally" fitted for activities in the private sphere of the family. This book argues that the definition of femininity as propounded by gynecological science is a cultural product of a wider, more political context. Providing a unique account of gynecology in practice, it shifts the historical focus from the use to the production of ideas about "women's nature." Dr. Moscucci traces the origins of gynecology to the emergence of a predictable "science of man" in the late eighteenth century and charts the ideological, professional and institutional development of the subject up to the foundation of the Royal College of Obstetricians and Gynaecologists in 1929. Case-studies of Victorian gynecological practice at two London hospitals illustrate the changing pattern of institutional gynecology, affording valuable insight into the relationship between gynecologists and patients. The book also stresses the equal importance of class and gender ideology in shaping medical views about women's diseases and their treatment.
Product topology - In topology and related areas of mathematics, a product space is the cartesian product of a family of topological spaces equipped with a natural topology called the product topology. Natural gas condensate - Natural Gas Condensate (usually just condensate) is a by-product of natural gas. Hydrocarbon fractions which are liquid at STP can, if sufficiently light, become gaseous at the high pressures of natural gas fields. Natural capitalism - Natural capitalism is a set of trends and economic reforms to reward energy and material efficiency - and remove professional standards and accounting conventions that prevent such efficiencies. It emerged in the 1990s as a coherent theory of how to exploit market systems and mechanisms of neoclassical economics to save energy, discourage waste, mimic ecology (biomimicry), and in general to support the goals of environmentalism by reframing commodity and product relations as a strictly service economy - extending the services of natural capital. Tensor product of algebras - In mathematics, the tensor product of two R-algebras is also an R-algebra in a natural way. This gives us a tensor product of algebras.
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