FISCHER – författare

We typically think we have free will. But how could we have free will, if for anything we do, it was already true in the distant past that we would do that thing? Or how could we have free will, if God already knows in advance all the details of our lives? Such issues raise the specter of "fatalism". This book collects sixteen previously published articles on fatalism, truths about the future, and the relationship between divine foreknowledge and human freedom, and includes a substantial introductory essay and bibliography. Many of the pieces collected here build bridges between discussions of human freedom and recent developments in other areas of metaphysics, such as philosophy of time. Ideal for courses in free will, metaphysics, and philosophy of religion, Freedom, Fatalism, and Foreknowledge will encourage important new directions in thinking about free will, time, and truth.

This carefully collected volume of eight essays and 24 supporting documents allows access to the best and latest scholarship on mainland British North America. This book demonstrates how differences in race, ethnicity, gender, and social status were continuously negotiated throughout England's North American colonies.

The essays in this volume explore various issues pertaining to human agency, such as the relationship between free will and causal determinism, and the nature and conditions of moral responsibility. Builds on and extends some of the very best recent work in the field.Features lively and vigorous debate.Forges connections between abstract philosophical theorizing and applied work in neuroscience and even criminal law.

The analysis of parameter-dependent nonlinear has received much attention in recent years. Numerical continuation techniques allow the efficient computation of solution branches in a one-parameter problem. In many cases continuation procedures are used as part of a more complete analysis of a nonlinear problem, based on bifurcation theory and singularity theory. These theories contribute to the understanding of many nonlinear phenomena in nature and they form the basis for various analytical and numerical tools, which provide qualitative and quantitative results about nonlinear systems. In this issue we have collected a number of papers dealing with continuation techniques and bifurcation problems. Readers familiar with the notions of continuation and bifurcation will find recent research results addressing a variety of aspects in this issue. Those who intend to learn about the field or a specific topic in it may find it useful to first consult earlier literature on the numerical treatment of these problems together with some theoretical background. The papers in this issue fall naturally into different groups.