Forms Liberate


Book Description

Lon L Fuller's account of what he termed 'the internal morality of law' is widely accepted as the classic twentieth century statement of the principles of the rule of law. Much less accepted is his claim that a necessary connection between law and morality manifests in these principles, with the result that his jurisprudence largely continues to occupy a marginal place in the field of legal philosophy. In 'Forms Liberate: Reclaiming the Jurisprudence of Lon L Fuller', Kristen Rundle offers a close textual analysis of Fuller's published writings and working papers to explain how his claims about the internal morality of law belong to a wider exploration of the ways in which the distinctive form of law introduces meaningful limits to lawgiving power through its connection to human agency. By reading Fuller on his own terms, 'Forms Liberate' demonstrates why his challenge to a purely instrumental conception of law remains salient for twenty-first century legal scholarship.




The Surprising Power of Liberating Structures


Book Description

Smart leaders know that they would greatly increase productivity and innovation if only they could get everyone fully engaged. So do professors, facilitators and all changemakers. The challenge is how. Liberating Structures are novel, practical and no-nonsense methods to help you accomplish this goal with groups of any size. Prepare to be surprised by how simple and easy they are for anyone to use. This book shows you how with detailed descriptions for putting them into practice plus tips on how to get started and traps to avoid. It takes the design and facilitation methods experts use and puts them within reach of anyone in any organization or initiative, from the frontline to the C-suite. Part One: The Hidden Structure of Engagement will ground you with the conceptual framework and vocabulary of Liberating Structures. It contrasts Liberating Structures with conventional methods and shows the benefits of using them to transform the way people collaborate, learn, and discover solutions together. Part Two: Getting Started and Beyond offers guidelines for experimenting in a wide range of applications from small group interactions to system-wide initiatives: meetings, projects, problem solving, change initiatives, product launches, strategy development, etc. Part Three: Stories from the Field illustrates the endless possibilities Liberating Structures offer with stories from users around the world, in all types of organizations -- from healthcare to academic to military to global business enterprises, from judicial and legislative environments to R&D. Part Four: The Field Guide for Including, Engaging, and Unleashing Everyone describes how to use each of the 33 Liberating Structures with step-by-step explanations of what to do and what to expect. Discover today what Liberating Structures can do for you, without expensive investments, complicated training, or difficult restructuring. Liberate everyone's contributions -- all it takes is the determination to experiment.




Batteries 2


Book Description

Batteries 2: Research and Development in Non-Mechanical Electrical Power Sources provides information pertinent to the selection and operation of power source. This book focuses on the progress and further development in battery design. Organized into 38 chapters, this book begins with an overview of the metallurgical properties of a positive grid alloy as well as the properties of dispersion-strengthened lead. This text then explains the voltage maximum as being resistance polarization. Other chapters consider the standard heat of activation for the rate-determining step at the reversible potential and explain the difficulties of predicting the orbital performance of solar cells from terrestrial measurements. This book discusses as well the chemical changes occurring during the manufacture and life of lead–acid batteries. The final chapter deals with the mechanism of the processes that occur in fuel cells. This book is a valuable resource for chemical, electrical, telecommunications, electrochemical, and automotive engineers.




Thought-forms


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The Freeman


Book Description




Annals of Botany


Book Description

Vols. 1-13 include Botanical necrology for 1887-89; vols. 1-4 include section called Record of current literature.













Modular Forms, a Computational Approach


Book Description

This marvellous and highly original book fills a significant gap in the extensive literature on classical modular forms. This is not just yet another introductory text to this theory, though it could certainly be used as such in conjunction with more traditional treatments. Its novelty lies in its computational emphasis throughout: Stein not only defines what modular forms are, but shows in illuminating detail how one can compute everything about them in practice. This is illustrated throughout the book with examples from his own (entirely free) software package SAGE, which really bring the subject to life while not detracting in any way from its theoretical beauty. The author is the leading expert in computations with modular forms, and what he says on this subject is all tried and tested and based on his extensive experience. As well as being an invaluable companion to those learning the theory in a more traditional way, this book will be a great help to those who wish to use modular forms in applications, such as in the explicit solution of Diophantine equations. There is also a useful Appendix by Gunnells on extensions to more general modular forms, which has enough in it to inspire many PhD theses for years to come. While the book's main readership will be graduate students in number theory, it will also be accessible to advanced undergraduates and useful to both specialists and non-specialists in number theory. --John E. Cremona, University of Nottingham William Stein is an associate professor of mathematics at the University of Washington at Seattle. He earned a PhD in mathematics from UC Berkeley and has held positions at Harvard University and UC San Diego. His current research interests lie in modular forms, elliptic curves, and computational mathematics.