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The Rise and Fall of American Technology
He contrasts the commonly-held perception that the pace of technology is accelerating with the historical record. He highlights the people and the organizations which are responsible for America's technological largesse. The book "follows the money" to uncover the underlying trends. The beginning of a decline in technology development is detected using indirect indicators for clues. Impacts on the formation of companies, employment and productivity provide sobering reasons to enlighten others and demand a change in course. After considering the possibilities, the book proposes several constructive actions which avoid the proverbial tendency to "throw more money at the problem." The goal of t...
The Rise of Western Power
The West's history is one of extraordinary success; no other region, empire, culture, or civilization has left so powerful a mark upon the world. The Rise of Western Power charts the West's achievements-representative government, the free enterprise system, modern science, and the rule of law-as well as its misdeeds-two frighteningly destructive World Wars, the Holocaust, imperialistic domination, and the Atlantic slave trade. Adopting a global perspective, Jonathan Daly explores the contributions of other cultures and civilizations to the West's emergence. Historical, geographical, and cultural factors all unfold in the narrative. Adopting a thematic structure, the book traces the rise of Western power through a series of revolutions-social, political, technological, military, commercial, and industrial, among others. The result is a clear and engaging introduction to the history of Western civilization.
Integrative Problem-Solving in a Time of Decadence
Presents a unique study of Integrative Problem-Solving (IPS). The consideration of 'Decadence' is essential in the scientific study of environmental and other problems and their rigorous solution, because the broad context within which the problems emerge can affect their solution. Stochastic reasoning underlines the conceptual and methodological framework of IPS, and its formulation has a mathematical life of its own that accounts for the multidisciplinarity of real world problems, the multisourced uncertainties characterizing their solution, and the different thinking modes of the people involved. Only by interpolating between the full range of disciplines (including stochastic mathematics, physical science, neuropsychology, philosophy, and sociology) and the associated thinking modes can scientists arrive at a satisfactory account of problem-solving, and be able to distinguish between a technically complete problem-solution, and a solution that has social impact.
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Naval Expeditionary Logistics
At the request of the Chief of Naval Operations, the National Research Council (NRC) conducted a study to determine the technological requirements, operational changes, and combat service support structure necessary to land and support forces ashore under the newly evolving Navy and Marine Corps doctrine. The Committee on Naval Expeditionary Logistics, operating under the auspices of the NRC's Naval Studies Board, was appointed to (1) evaluate the packaging, sealift, and distribution network and identify critical nodes and operations that affect timely insertion of fuels, ammunition, water, medical supplies, food, vehicles, and maintenance parts and tool blocks; (2) determine specific change...
A Graduate Course in Probability
Probability and Mathematical Statistics: A Series of Monographs and Textbooks: A Graduate Course in Probability presents some of the basic theorems of analytic probability theory in a cohesive manner. This book discusses the probability spaces and distributions, stochastic independence, basic limiting operations, and strong limit theorems for independent random variables. The central limit theorem, conditional expectation and martingale theory, and Brownian motion are also elaborated. The prerequisite for this text is knowledge of real analysis or measure theory, particularly the Lebesgue dominated convergence theorem, Fubini's theorem, Radon-Nikodym theorem, Egorov's theorem, monotone convergence theorem, and theorem on unique extension of a sigma-finite measure from an algebra to the sigma-algebra generated by it. This publication is suitable for a one-year graduate course in probability given in a mathematics program and preferably for students in their second year of graduate work.
