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Probability and Statistics for Actuaries

Autor Natalia A. Humphreys, Yuly Koshevnik
en Paperback – 8 apr 2021
Probability and Statistics for Actuaries provides students with a structured and detailed explanation of the probabilistic and statistical aspects of actuarial science to help them formalize and deepen their knowledge in these areas.
The text is divided into two distinct parts with the first focusing on probability and the second focusing on statistics. Part I begins with a strategic review of probabilistic models and techniques. Additional chapters cover conditional probability, variance, and expectation with distinct emphasis of the Bayesian approach. Students learn about the Bayesian framework for credibility and the relationship between Bhlmann approximation and empirical Bayes. Part II begins with a review of statistical models and techniques and then proceeds with a robust chapter that discusses parametric statistical inference. The text includes two helpful appendices: a one-sample K-S table and a one-sample A-D table.
Designed to help students expand their knowledge, Probability and Statistics for Actuaries is an exceptional resource for courses within the actuarial sciences. It is also ideal for individuals preparing to take professional exams given by the Society of Actuaries and Casualty Actuarial Society.
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Specificații

ISBN-13: 9781793514271
ISBN-10: 1793514275
Pagini: 294
Dimensiuni: 216 x 279 x 16 mm
Greutate: 0.69 kg
Editura: Cognella Academic Publishing

Notă biografică

Natalia A. Humphreys, Ph.D., F.S.A. is a clinical professor and the associate head of the actuarial program in the Department of Mathematical Sciences at the University of Texas at Dallas. Prior to her academic appointments, Dr. Humphreys served as a practicing actuary in both retirement consulting and the health insurance industry.

Descriere

Provides students with a structured and detailed explanation of the probabilistic and statistical aspects of actuarial science to help them formalize and deepen their knowledge in these areas. The text is divided into two distinct parts with the first focusing on probability and the second focusing on statistics.