1.

Record Nr.

UNINA9910135020703321

Autore

Pfaff Bernhard

Titolo

Financial risk modelling and portfolio optimization with R / / Bernhard Pfaff

Pubbl/distr/stampa

Chichester, [England] : , : Wiley, , 2016

©2016

ISBN

1-119-11967-7

1-119-11968-5

1-119-11969-3

Edizione

[Second edition.]

Descrizione fisica

1 online resource (497 p.)

Collana

THEi Wiley ebooks

Disciplina

332.0285/5133

Soggetti

Financial risk - Mathematical models

Portfolio management

R (Computer program language)

Lingua di pubblicazione

Inglese

Formato

Materiale a stampa

Livello bibliografico

Monografia

Note generali

Description based upon print version of record.

Nota di bibliografia

Includes bibliographical references at the end of each chapters and index.

Nota di contenuto

Title Page; Copyright; Table of Contents; Preface to the Second Edition; Preface; Abbreviations; About the Companion Website; Part I: Motivation; Chapter 1: Introduction; Reference; Chapter 2: A brief course in R; 2.1 Origin and development; 2.2 Getting help; 2.3 Working with R; 2.4 Classes, methods, and functions; 2.5 The accompanying package FRAPO; References; Chapter 3: Financial market data; 3.1 Stylized facts of financial market returns; 3.2 Implications for risk models; References; Chapter 4: Measuring risks; 4.1 Introduction; 4.2 Synopsis of risk measures; 4.3 Portfolio risk concepts

ReferencesChapter 5: Modern portfolio theory; 5.1 Introduction; 5.2 Markowitz portfolios; 5.3 Empirical mean-variance portfolios; References; Part II: Risk modelling; Chapter 6: Suitable distributions for returns; 6.1 Preliminaries; 6.2 The generalized hyperbolic distribution; 6.3 The generalized lambda distribution; 6.4 Synopsis of R packages for GHD; 6.5 Synopsis of R packages for GLD; 6.6 Applications of the GHD to risk modelling; 6.7 Applications of the GLD to risk modelling and data analysis; References; Chapter 7: Extreme value theory; 7.1



Preliminaries

7.2 Extreme value methods and models7.3 Synopsis of R packages; 7.4 Empirical applications of EVT; References; Chapter 8: Modelling volatility; 8.1 Preliminaries; 8.2 The class of ARCH models; 8.3 Synopsis of R packages; 8.4 Empirical application of volatility models; References; Chapter 9: Modelling dependence; 9.1 Overview; 9.2 Correlation, dependence, and distributions; 9.3 Copulae; 9.4 Synopsis of R packages; 9.5 Empirical applications of copulae; References; Part III: Portfolio optimization approaches; Chapter 10: Robust portfolio optimization; 10.1 Overview; 10.2 Robust statistics

10.3 Robust optimization10.4 Synopsis of R packages; 10.5 Empirical applications; References; Chapter 11: Diversification reconsidered; 11.1 Introduction; 11.2 Most-diversified portfolio; 11.3 Risk contribution constrained portfolios; 11.4 Optimal tail-dependent portfolios; 11.5 Synopsis of R packages; 11.6 Empirical applications; References; Chapter 12: Risk-optimal portfolios; 12.1 Overview; 12.2 Mean-VaR portfolios; 12.3 Optimal CVaR portfolios; 12.4 Optimal draw-down portfolios; 12.5 Synopsis of R packages; 12.6 Empirical applications; References; Chapter 13: Tactical asset allocation

13.1 Overview13.2 Survey of selected time series models; 13.3 The Black-Litterman approach; 13.4 Copula opinion and entropy pooling; 13.5 Synopsis of R packages; References; Chapter 14: Probabilistic utility; 14.1 Overview; 14.2 The concept of probabilistic utility; 14.3 Markov chain Monte Carlo; 14.4 Synopsis of R packages; 14.5 Empirical application; References; Appendix A: Package overview; A.1 Packages in alphabetical order; A.2 Packages ordered by topic; References; Appendix B: Time series data; B.1 Date/time classes; B.2 The ts class in the base package stats

B.3 Irregularly spaced time series