R Programming for Actuarial Science
eBook - ePub

R Programming for Actuarial Science

  1. English
  2. ePUB (mobile friendly)
  3. Available on iOS & Android
eBook - ePub

R Programming for Actuarial Science

About this book

R Programming for Actuarial Science

Professional resource providing an introduction to R coding for actuarial and financial mathematics applications, with real-life examples

R Programming for Actuarial Science provides a grounding in R programming applied to the mathematical and statistical methods that are of relevance for actuarial work.

In R Programming for Actuarial Science, readers will find:

  • Basic theory for each chapter to complement other actuarial textbooks which provide foundational theory in depth.
  • Topics covered include compound interest, statistical inference, asset-liability matching, time series, loss distributions, contingencies, mortality models, and option pricing plus many more typically covered in university courses.
  • More than 400 coding examples and exercises, most with solutions, to enable students to gain a better understanding of underlying mathematical and statistical principles.
  • An overall basic to intermediate level of coverage in respect of numerous actuarial applications, and real-life examples included with every topic.

Providing a highly useful combination of practical discussion and basic theory, R Programming for Actuarial Science is an essential reference for BSc/MSc students in actuarial science, trainee actuaries studying privately, and qualified actuaries with little programming experience, along with undergraduate students studying finance, business, and economics.

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Yes, you can access R Programming for Actuarial Science by Peter McQuire,Alfred Kume in PDF and/or ePUB format, as well as other popular books in Informatique & Sciences générales de l'informatique. We have over one million books available in our catalogue for you to explore.

Information

Table of contents

  1. Cover
  2. Title Page
  3. Copyright Page
  4. Dedication
  5. Table of Contents
  6. About the Companion Website
  7. Introduction
  8. 1 R : What You Need to Know to Get Started
  9. 2 Functions in R
  10. 3 Financial Mathematics (1): Interest Rates and Valuing Cashflows
  11. 4 Financial Mathematics (2): Miscellaneous Examples
  12. 5 Fundamental Statistics: A Selection of Key Topics . Dr A Kume
  13. 6 Multivariate Distributions, and Sums of Random Variables
  14. 7 Benefits of Diversification
  15. 8 Modern Portfolio Theory
  16. 9 Duration – A Measure of Interest Rate Sensitivity
  17. 10 Asset-Liability Matching: An Introduction
  18. 11 Hedging: Protecting Against a Fall in Equity Markets
  19. 12 Immunisation – Redington and Beyond
  20. 13 Copulas
  21. 14 Copulas – A Modelling Exercise
  22. 15 Bond Portfolio Valuation: A Simple Credit Risk Model
  23. 16 The Markov 2-State Mortality Model
  24. 17 Approaches to Fitting Mortality Models: The Markov 2-state Model and an Introduction to Splines
  25. 18 Assessing the Suitability of Mortality Models: Statistical Tests
  26. 19 The Lee-Carter Model
  27. 20 The Kaplan-Meier Estimator
  28. 21 Cox Proportionate Hazards Regression Model
  29. 22 Markov Multiple State Models: Applications to Life Contingencies
  30. 23 Contingencies I
  31. 24 Contingencies II
  32. 25 Actuarial Risk Theory – An Introduction: Collective and Individual Risk Models
  33. 26 Collective Risk Models: Exercise
  34. 27 Generalised Linear Models: Poisson Regression
  35. 28 Extreme Value Theory
  36. 29 Introduction to Machine Learning: k-Nearest Neighbours (kNN)
  37. 30 Time Series Modelling in R – Dr A Kume
  38. 31 Volatility Models – GARCH
  39. 32 Modelling Future Stock Prices Using Geometric Brownian Motion: An Introduction
  40. 33 Financial Options: Pricing, Characteristics, and Strategies
  41. Index
  42. End User License Agreement