In this 1987 text Professor Jech gives a unified treatment of the various forcing methods used in set theory, and presents their important applications. Product forcing, iterated forcing and proper forcing have proved powerful tools when studying the foundations of mathematics, for instance in consistency proofs. The book is based on graduate courses though some results are also included, making the book attractive to set theorists and logicians.

Magnetic control of the properties and the flow of liquids is a challenging field for basic research and for applications. This book is meant to be both an introduction to, and a state-of-the-art review of, this topic. Written in the form of a set of lectures and tutorial reviews, the book addresses the synthesis and characterization of magnetic fluids, their hydrodynamical description and their rheological properties. The book closes with an account of magnetic drug targeting.

Richard Hauser Irene Becker Johann Wolfgang Goethe-University, FrankfurtlMain This volume marks the end of a research project of the editors titled "The Devel- opment of the Personal Distribution of Income in Germany" that was financed by the Hans Bockler Foundation from 1994 to 2001. This research concentrated on a national perspective, studying many aspects of income inequality and poverty in West Germany between 1969 and 1998 and extending the analyses to inequality in East Germany after the German reunification. Now at the end point of our empiri- cal analyses, we want to expand the...

Comprehensive in its selection of topics and results, this self-contained text examines the relative strengths and consequences of the axiom of choice. Each chapter contains several problems, graded according to difficulty, and concludes with some historical remarks.
An introduction to the use of the axiom of choice is followed by explorations of consistency, permutation models, and independence. Subsequent chapters examine embedding theorems, models with finite supports, weaker versions of the axiom, and nontransferable statements. The final sections consider mathematics without choice,...