Bøker av Harry Freeman

Mathematics for Actuarial Students - Part I by Harry Freeman is a comprehensive and tailored introduction to differential and integral calculus, specifically designed to prepare actuarial students for their mathematical coursework and professional examinations. Mathematics for Actuarial Students - Part I by Harry Freeman is an essential resource for actuarial students embarking on their mathematical journey. This book serves as a specialized guide to understanding the principles and techniques of calculus in the context of actuarial science, ensuring a strong foundation for success in actuarial examinations. The book begins by providing students with a focused introduction to the core concepts of calculus, including limits, derivatives, and integration. Harry Freeman's clear and structured approach sets the stage for a confident exploration of calculus tailored to actuarial requirements. Central to the book is the presentation of differential and integral calculus methods relevant to actuarial applications. Students will find numerous examples, exercises, and solutions that align with actuarial principles, enhancing their understanding and problem-solving skills in this specialized field. Furthermore, the book emphasizes the real-world relevance of calculus in actuarial practice, showcasing how it is used to model and analyze financial risks, insurance premiums, and investment strategies. It illustrates the practical applications of calculus in the actuarial profession. This book is an indispensable tool for actuarial students preparing for their professional examinations. Harry Freeman's expertise and specialized approach make this work an essential companion for those looking to excel in calculus within the context of actuarial science.

Originally published in 1939, this book forms the first part of a two-volume series on the mathematics required for the examinations of the Institute of Actuaries, focusing on elementary differential and integral calculus. Miscellaneous examples are included at the end of the text.

Originally published in 1936, this detailed textbook is a companion to the 1931 publication An Elementary Treatise on Actuarial Mathematics and is intended to provide further examples for learning, practice and revision. Contained is a vast selection of examples on finite differences, calculus and probability, in the hope 'that the supplement will prove of value to students.

Originally published in 1931, this book was written to provide actuarial students with a guide to mathematics, with information on elementary trigonometry, finite differences, summation, differential and integral calculus, and probability. Examples are included throughout.