Pharmacoepidemiology

As the population ages, which nation will rise to lead innovation in the future? Demographics of Innovation takes a deep, investigative look at the link between economic growth, innovation, vitality and entrepreneurship in an aging population, and provides smart strategy for the future. Written by a Stanford-trained economist and demographics expert, who is also a prominent internet entrepreneur, this book examines demographic trends across nations and digs into the divergence to find awakening innovation. An aging population hampers growth; while many are focused on the care-related financial burden, few have fully explored the ways in which a seismic demographic shift could transform the face of global business. This book charts the trends, connects the dots and reveals which nations will be best placed to build an innovation economy and grow in the future. Global business is set to undergo a revolution as aging populations mired in old thinking become left behind by younger, brighter, more forward-looking generations. Innovation loss is the first step in stagnation, so the question becomes: who will win and who will lose in this new world order? This book presents clear analysis of the coming demographic bomb, and proposes insightful strategy for the short and long term. Delve into the aging of society and the economic issues it creates Learn how shifting demographics affects innovation and prosperity Examine trends in growth, policy and more alongside the rise in average age Make smarter planning decisions in light of the changing population The problems of overpopulation pale in comparison to the problem of aging on a massive global scale. Demographics dictate growth rates, economic equilibrium, interest rates and so much more. Demographics of Innovation provides thought-provoking analysis and strategy for policy makers, business leaders, investors, entrepreneurs and everyone concerned about planning for an uncertain future.

Democracy is the central political issue of our age, yet debates over its nature and goals rarely engage with feminist concerns. Now that women have the right to vote, they are thought to present no special problems of their own. But despite the seemingly gender-neutral categories of individual or citizen, democratic theory and practice continues to privilege the male. This book reconsiders dominant strands in democratic thinking – focusing on liberal democracy, participatory democracy, and twentieth century versions of civic republicanism – and approaches these from a feminist perspective. Anne Phillips explores the under-representation of women in politics, the crucial relationship between public and private spheres, and the lessons of the contemporary women's movement as an experience in participatory democracy.

Formal Semantics: The Essential Readings is a collection of seminal papers that have shaped the field of formal semantics in linguistics.

This title considers the special of random processes known as semi-Markov processes. These possess the Markov property with respect to any intrinsic Markov time such as the first exit time from an open set or a finite iteration of these times. The class of semi-Markov processes includes strong Markov processes, L?vy and Smith stepped semi-Markov processes, and some other subclasses. Extensive coverage is devoted to non-Markovian semi-Markov processes with continuous trajectories and, in particular, to semi-Markov diffusion processes. Readers looking to enrich their knowledge on Markov processes will find this book a valuable resource.

An accessible and multidisciplinaryintroduction to cellular automata As the applicability of cellular automata broadens and technology advances, there is a need for a concise, yet thorough, resource that lays the foundation of key cellularautomata rules and applications. In recent years, Stephen Wolfram's A New Kind of Science has brought the modeling power that lies in cellular automata to the attentionof the scientific world, and now, Cellular Automata: A Discrete View of the World presents all the depth, analysis, and applicability of the classic Wolfram text in a straightforward, introductory manner. This book offers an introduction to cellular automata as a constructive method for modeling complex systems where patterns of self-organization arising from simple rules are revealed in phenomena that exist across a wide array of subject areas, including mathematics, physics, economics, and the social sciences. The book begins with a preliminary introduction to cellular automata, including a brief history of the topic along with coverage of sub-topics such as randomness, dimension, information, entropy, and fractals. The author then provides a complete discussion of dynamical systems and chaos due to their close connection with cellular automata and includes chapters that focus exclusively on one- and two-dimensional cellular automata. The next and most fascinating area of discussion is the application of these types of cellular automata in order to understand the complex behavior that occurs in natural phenomena. Finally, the continually evolving topic of complexity is discussed with a focus on how to properly define, identify, and marvel at its manifestations in various environments. The author's focus on the most important principles of cellular automata, combined with his ability to present complex material in an easy-to-follow style, makes this book a very approachable and inclusive source for understanding the concepts and applications of cellular automata. The highly visual nature of the subject is accented with over 200 illustrations, including an eight-page color insert, which provide vivid representations of the cellular automata under discussion. Readers also have the opportunity to follow and understand the models depicted throughout the text and create their own cellular automata using Java applets and simple computer code, which are available via the book's FTP site. This book serves as a valuable resource for undergraduate and graduate students in the physical, biological, and social sciences and may also be of interest to any reader with a scientific or basic mathematical background.