Mastering R for Quantitative Finance

 
 
Packt Publishing Limited
  • 1. Auflage
  • |
  • erschienen am 10. März 2015
  • |
  • 362 Seiten
 
E-Book | ePUB mit Adobe DRM | Systemvoraussetzungen
978-1-78355-208-5 (ISBN)
 
R is a powerful open source functional programming language that provides high level graphics and interfaces to other languages. Its strength lies in data analysis, graphics, visualization, and data manipulation. R is becoming a widely used modeling tool in science, engineering, and business.The book is organized as a step-by-step practical guide to using R. Starting with time series analysis, you will also learn how to forecast the volume for VWAP Trading. Among other topics, the book covers FX derivatives, interest rate derivatives, and optimal hedging. The last chapters provide an overview on liquidity risk management, risk measures, and more.The book pragmatically introduces both the quantitative finance concepts and their modeling in R, enabling you to build a tailor-made trading system on your own. By the end of the book, you will be well versed with various financial techniques using R and will be able to place good bets while making financial decisions.
  • Englisch
  • Olton Birmingham
978-1-78355-208-5 (9781783552085)
1783552085 (1783552085)
weitere Ausgaben werden ermittelt
Edina Berlinger has a PhD in economics from the Corvinus University of Budapest. She is an associate professor, teaching corporate finance, investments, and financial risk management. She is the head of the Finance department of the university, and is also the chair of the finance subcommittee of the Hungarian Academy of Sciences. Her expertise covers loan systems, risk management, and more recently, network analysis. She has led several research projects in student loan design, liquidity management, heterogeneous agent models, and systemic risk. Ferenc Illes has an MSc degree in mathematics from Eotvos Lorand University. A few years after graduation, he started studying actuarial and financial mathematics, and he is about to pursue his PhD from Corvinus University of Budapest. In recent years, he has worked in the banking industry. Currently, he is developing statistical models with R. His interest lies in large networks and computational complexity. Milan Badics has a master's degree in finance from the Corvinus University of Budapest. Now, he is a PhD student and a member of the PADS PhD scholarship program. He teaches financial econometrics, and his main research topics are time series forecasting with data-mining methods, financial signal processing, and numerical sensitivity analysis on interest rate models. He won the competition of the X. Kochmeister-prize organized by the Hungarian Stock Exchange in May 2014. Adam Banai has received his MSc degree in investment analysis and risk management from Corvinus University of Budapest. He joined the Financial Stability department of the Magyar Nemzeti Bank (MNB, the central bank of Hungary) in 2008. Since 2013, he is the head of the Applied Research and Stress Testing department at the Financial System Analysis Directorate (MNB). He is also a PhD student at the Corvinus University of Budapest since 2011. His main research fields are solvency stress-testing, funding liquidity risk, and systemic risk. Gergely Daroczi is an enthusiast R package developer and founder/CTO of an R-based web application at Rapporter. He is also a PhD candidate in sociology and is currently working as the lead R developer at CARD.com in Los Angeles. Besides teaching statistics and doing data analysis projects for several years, he has around 10 years of experience with the R programming environment. Gergely is the coauthor of Introduction to R for Quantitative Finance, and is currently working on another Packt book, Mastering Data Analysis with R, apart from a number of journal articles on social science and reporting topics. He contributed to the book by reviewing and formatting the R source code.
  • Mastering R for Quantitative Finance
  • Table of Contents
  • Mastering R for Quantitative Finance
  • Credits
  • About the Authors
  • About the Reviewers
  • www.PacktPub.com
  • Support files, eBooks, discount offers, and more
  • Why subscribe?
  • Free access for Packt account holders
  • Preface
  • What this book covers
  • What you need for this book
  • Who this book is for
  • Conventions
  • Reader feedback
  • Customer support
  • Downloading the example code
  • Errata
  • Piracy
  • Questions
  • 1. Time Series Analysis
  • Multivariate time series analysis
  • Cointegration
  • Vector autoregressive models
  • VAR implementation example
  • Cointegrated VAR and VECM
  • Volatility modeling
  • GARCH modeling with the rugarch package
  • The standard GARCH model
  • The Exponential GARCH model (EGARCH)
  • The Threshold GARCH model (TGARCH)
  • Simulation and forecasting
  • Summary
  • References and reading list
  • 2. Factor Models
  • Arbitrage pricing theory
  • Implementation of APT
  • Fama-French three-factor model
  • Modeling in R
  • Data selection
  • Estimation of APT with principal component analysis
  • Estimation of the Fama-French model
  • Summary
  • References
  • 3. Forecasting Volume
  • Motivation
  • The intensity of trading
  • The volume forecasting model
  • Implementation in R
  • The data
  • Loading the data
  • The seasonal component
  • AR(1) estimation and forecasting
  • SETAR estimation and forecasting
  • Interpreting the results
  • Summary
  • References
  • 4. Big Data - Advanced Analytics
  • Getting data from open sources
  • Introduction to big data analysis in R
  • K-means clustering on big data
  • Loading big matrices
  • Big data K-means clustering analysis
  • Big data linear regression analysis
  • Loading big data
  • Fitting a linear regression model on large datasets
  • Summary
  • References
  • 5. FX Derivatives
  • Terminology and notations
  • Currency options
  • Exchange options
  • Two-dimensional Wiener processes
  • The Margrabe formula
  • Application in R
  • Quanto options
  • Pricing formula for a call quanto
  • Pricing a call quanto in R
  • Summary
  • References
  • 6. Interest Rate Derivatives and Models
  • The Black model
  • Pricing a cap with Black's model
  • The Vasicek model
  • The Cox-Ingersoll-Ross model
  • Parameter estimation of interest rate models
  • Using the SMFI5 package
  • Summary
  • References
  • 7. Exotic Options
  • A general pricing approach
  • The role of dynamic hedging
  • How R can help a lot
  • A glance beyond vanillas
  • Greeks - the link back to the vanilla world
  • Pricing the Double-no-touch option
  • Another way to price the Double-no-touch option
  • The life of a Double-no-touch option - a simulation
  • Exotic options embedded in structured products
  • Summary
  • References
  • 8. Optimal Hedging
  • Hedging of derivatives
  • Market risk of derivatives
  • Static delta hedge
  • Dynamic delta hedge
  • Comparing the performance of delta hedging
  • Hedging in the presence of transaction costs
  • Optimization of the hedge
  • Optimal hedging in the case of absolute transaction costs
  • Optimal hedging in the case of relative transaction costs
  • Further extensions
  • Summary
  • References
  • 9. Fundamental Analysis
  • The basics of fundamental analysis
  • Collecting data
  • Revealing connections
  • Including multiple variables
  • Separating investment targets
  • Setting classification rules
  • Backtesting
  • Industry-specific investment
  • Summary
  • References
  • 10. Technical Analysis, Neural Networks, and Logoptimal Portfolios
  • Market efficiency
  • Technical analysis
  • The TA toolkit
  • Markets
  • Plotting charts - bitcoin
  • Built-in indicators
  • SMA and EMA
  • RSI
  • MACD
  • Candle patterns: key reversal
  • Evaluating the signals and managing the position
  • A word on money management
  • Wraping up
  • Neural networks
  • Forecasting bitcoin prices
  • Evaluation of the strategy
  • Logoptimal portfolios
  • A universally consistent, non-parametric investment strategy
  • Evaluation of the strategy
  • Summary
  • References
  • 11. Asset and Liability Management
  • Data preparation
  • Data source at first glance
  • Cash-flow generator functions
  • Preparing the cash-flow
  • Interest rate risk measurement
  • Liquidity risk measurement
  • Modeling non-maturity deposits
  • A Model of deposit interest rate development
  • Static replication of non-maturity deposits
  • Summary
  • References
  • 12. Capital Adequacy
  • Principles of the Basel Accords
  • Basel I
  • Basel II
  • Minimum capital requirements
  • Supervisory review
  • Transparency
  • Basel III
  • Risk measures
  • Analytical VaR
  • Historical VaR
  • Monte-Carlo simulation
  • Risk categories
  • Market risk
  • Credit risk
  • Operational risk
  • Summary
  • References
  • 13. Systemic Risks
  • Systemic risk in a nutshell
  • The dataset used in our examples
  • Core-periphery decomposition
  • Implementation in R
  • Results
  • The simulation method
  • The simulation
  • Implementation in R
  • Results
  • Possible interpretations and suggestions
  • Summary
  • References
  • Index

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