Gauge Evidence


Book Description













Foundations of Evidence-Based Social Work Practice


Book Description

This concise introduction to evidence-based social work is a student-friendly overview of the issues and methods most frequently encountered while preparing for evidence-based social work practice. Part I defines terms and critical issues, introducing students to the language and importance of evidence-based practice and critical thinking. Chapters will explain how to search for and evaluate evidence, how to ask the right questions, how to develop standards, and how to make use of the best research. Part II illustrates practical applications, including such topics as cognitive-behavioral approaches to suicide risks, manualized treatment with children, treating juvenile delinquents, and interventions for OCD, anxiety disorders, substance abuse, PTSD, depression, and recovery. This much-needed overview familiarizes students with the process and practice of evidence-based social work, teaching them to be critical thinkers and judicious decision-makers. The guidelines it distills are equally valuable to seasoned practitioners seeking to better serve their clients, making this an excellent foundation for the study and practice of evidence-based social work.










Strings, Gauge Fields, and the Geometry Behind


Book Description

This book contains exclusively invited contributions from collaborators of Maximilian Kreuzer, giving accounts of his scientific legacy and original articles from renowned theoretical physicists and mathematicians, including Victor Batyrev, Philip Candelas, Michael Douglas, Alexei Morozov, Joseph Polchinski, Peter van Nieuwenhuizen, and Peter West. Besides a collection of review and research articles from high-profile researchers in string theory and related fields of mathematics (in particular, algebraic geometry) which discuss recent progress in the exploration of string theory vacua and corresponding mathematical developments, this book contains a pedagogical account of the important work of Brandt, Dragon, and Kreuzer on classification of anomalies in gauge theories. This highly cited work, which is also quoted in the textbook of Steven Weinberg on quantum field theory, has not yet been presented in full detail except in private lecture notes by Norbert Dragon. Similarly, the software package PALP (Package for Analyzing Lattice Polytopes with applications to toric geometry), which has been incorporated in the SAGE (Software for Algebra and Geometry Experimentation) project, has not yet been documented in full detail. This book contains a user manual for a new thoroughly revised version of PALP. By including these two very useful original contributions, researchers in quantum field theory, string theory, and mathematics will find added value in a pedagogical presentation of the classification of quantum gauge field anomalies, and the accompanying comprehensive manual and tutorial for the powerful software package PALP.