Actuarial Theory for Dependent Risks: Measures, Orders and Models
At-Risk Youth: Theory, Practice, Reform (Source Books on Education)
This book is about theory, practice, and reform in working with youth who are at-risk in our schools. The book addresses several important topics, including: Problems of definition of at-risk and measurement; social, political and health aspects of being at-risk; theories of at-risk status including coping competence, agency intrinsic motivation and cultivation theory; the voices of those who are at-risk; groups that are often ignored when discussing at-risk youth, Native Americans and Appalachians; necessary changes such as prevention, early intervention, and a critical look at assessment practices and grades; a look at the role of higher education.
Risk and Blame: Essays in Cultural Theory

Risk and danger are culturally conditioned ideas. They are shaped by pressures of social life and accepted notions of accountability. The risk analyses that are increasingly being utilised by politicians, aid programmes and business ignore the insights to be gained from social anthropology which can be applied to modern industrial society.
In this collection of recent essays, Mary Douglas develops a programme for studying risk and blame that follows from ideas originally proposed in Purity and Danger. She suggests how political and cultural bias can be incorporated into the study of risk perception and in the discussion of responsibility in public policy.
Risk Analysis in Theory and Practice (Academic Press Advanced Finance)
Risk-Taking in International Politics: Prospect Theory in American Foreign Policy
Rating Based Modeling of Credit Risk: Theory and Application of Migration Matrices (Academic Press Advanced Finance)

In the last decade rating-based models have become very popular in credit risk management. These systems use the rating of a company as the decisive variable to evaluate the default risk of a bond or loan. The popularity is due to the straightforwardness of the approach, and to the upcoming new capital accord (Basel II), which allows banks to base their capital requirements on internal as well as external rating systems. Because of this, sophisticated credit risk models are being developed or demanded by banks to assess the risk of their credit portfolio better by recognizing the different underlying sources of risk. As a consequence, not only default probabilities for certain rating categories but also the probabilities of moving from one rating state to another are important issues in such models for risk management and pricing.
It is widely accepted that rating migrations and default probabilities show significant variations through time due to macroeconomics conditions or the business cycle. These changes in migration behavior may have a substantial impact on the value-at-risk (VAR) of a credit portfolio or the prices of credit derivatives such as collateralized debt obligations (D+CDOs). In this book the authors develop a much more sophisticated analysis of migration behavior. Their contribution of more sophisticated techniques to measure and forecast changes in migration behavior as well as determining adequate estimators for transition matrices is a major contribution to rating based credit modeling.
*Internal ratings-based systems are widely used in banks to calculate their value-at-risk (VAR) in order to determine their capital requirements for loan and bond portfolios under Basel II
*One aspect of these ratings systems is credit migrations, addressed in a systematic and comprehensive way for the first time in this book
*The book is based on in-depth work by Trueck and Rachev,
Practical Risk Theory for Actuaries (Chapman & Hall/CRC Monographs on Statistics & Applied Probability)
Credit Risk Modeling: Theory and Applications (Princeton Series in Finance)
Credit risk is today one of the most intensely studied topics in quantitative finance. This book provides an introduction and overview for readers who seek an up-to-date reference to the central problems of the field and to the tools currently used to analyze them. The book is aimed at researchers and students in finance, at quantitative analysts in banks and other financial institutions, and at regulators interested in the modeling aspects of credit risk.
David Lando considers the two broad approaches to credit risk analysis: that based on classical option pricing models on the one hand, and on a direct modeling of the default probability of issuers on the other. He offers insights that can be drawn from each approach and demonstrates that the distinction between the two approaches is not at all clear-cut. The book strikes a fruitful balance between quickly presenting the basic ideas of the models and offering enough detail so readers can derive and implement the models themselves. The discussion of the models and their limitations and five technical appendixes help readers expand and generalize the models themselves or to understand existing generalizations. The book emphasizes models for pricing as well as statistical techniques for estimating their parameters. Applications include rating-based modeling, modeling of dependent defaults, swap- and corporate-yield curve dynamics, credit default swaps, and collateralized debt obligations.
Option Theory and Trading: A Step-by-Step Guide To Control Risk and Generate Profits (Wiley Trading)
Theory of Financial Risk and Derivative Pricing: From Statistical Physics to Risk Management

Summarizing market data developments, some inspired by statistical physics, this book explains how to better predict the actual behavior of financial markets with respect to asset allocation, derivative pricing and hedging, and risk control. Risk control and derivative pricing are major concerns to financial institutions. The need for adequate statistical tools to measure and anticipate amplitude of potential moves of financial markets is clearly expressed, in particular for derivative markets. Classical theories, however, are based on assumptions leading to systematic (sometimes dramatic) underestimation of risks.







