Rejecting Compromise
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Rejecting Compromise
Author: Sarah E. Anderson
language: en
Publisher: Cambridge University Press
Release Date: 2020-02-20
This analysis of legislative behavior shows how primary voters can obstruct political compromise and outlines potential reforms to remedy gridlock.
Compromise and Disagreement in Contemporary Political Theory
Until recently, discussions of compromise have been largely absent in political theory. However, political theorists have become increasingly interested in understanding the practice and justification of compromise in politics. This interest is connected to the increased concern with pluralism and disagreement. Compromise and Disagreement in Contemporary Political Theory provides a critical discussion of when and to what extent compromise is the best response to pluralism and disagreement in democratic decision-making and beyond. Christian F. Rostbøll and Theresa Scavenius draw together the work of ten established and emerging scholars to provide different perspectives on compromise. Organized into four parts, the book begins by discussing the justification and limits of compromise. Part 2 discusses the practice of compromise and considers the ethics required for compromise as well as the institutions that facilitate compromise. Part 3 focuses on pluralism and connects the topic of compromise to current discussions in political theory on public reason, political liberalism, and respect for diversity. Part 4 discusses different challenges to compromise in the context of the current political environment. The book will be of interest to a wide range of scholars in the social sciences, philosophy, and law. It will be useful in introducing scholars to a variety of approaches to compromise and as readings for graduate courses in political theory and political philosophy, ethics, the history of ideas, and the philosophy of law.
Algebra of Conscience
Author: V.A. Lefebvre
language: en
Publisher: Springer Science & Business Media
Release Date: 2012-12-06
In this book two ethical systems are described in the language of mathematics. Ordinarily mathematics is thought to be a science of quantity. Indeed, manipulation of quantities constitutes much of mathematics. Elementary applied mathematics deals with reckoning and measurement, where concrete quantities are objects of attention, such as counting sheep or weighing corno But the operations on these quantities are performed with the help of symbols, from which concrete referents have been 'abstracted out': 3 + 5 = 8 regardless of whether the symbols stand for numbers of sheep or tons of corno Thus, the first principle that exhibits the power of mathematics is abstraction. It is one ofthe three pillars on which the edifice of mathematics rests. Another pillar is precision. Ordinarily, man communicates by words. W ords serve communication to the extent that they refer to things, events, states of affairs, feelings of the speaker, and so on. These are the meanings attributed to words. Communication is successful to the extent that the meanings coded upon words by the speaker correspond to the meanings decoded by the hearer. As is weH known, the degree ofthis correspondence varies enormously in different contexts of discourse and with the back grounds or attitudes of the speakers and hearers. Mathematics is a language in which the meanings ofthe symbols (the 'words' ofthis language) are absolutely precise. This precision is achieved by abstraction. Abstract terms are defined by their relations to other terms and by nothing else.