Correlation in Investment Management
Despite the very well-known facts that dependencies in financial markets are time-variable and can have a major impact on the overall risk of portfolios and balance sheets, information regarding advanced methodologies in dependency analysis is hard to find and often fragmentary.
In this intensive 2-day programme, correlation and related dependency concepts take centre stage. After a systematic introduction to empirical and mathematical properties of the traditional correlation concept, more recent methodologies are presented and examined in detail. This will help practitioners to derive deeper insights into real-word dependency structures, and solve practical issues in working with scenario-based approaches and deriving forward-looking estimators.
Participants will solve exercises based on typical situations encountered in applied dependency analysis, allowing them to find new inspiration and to take home practical tools to further improve their practice.
Recommend to a Colleague- Date:
- Please contact us
- Venue:
- Cliftons Singapore - The Finexis Building
- Fee:
This course is also available in London Time Zone and New York Time Zone
- Buy-side and sell-side risk managers
- Investment managers of traditional and alternative assets
- All staff involved with quantitative analysis
- Programmers and application developers
- Understand the limitations of traditional linear correlation analysis
- Gain familiarity with modern dependency concepts beyond correlation
- Learn how to apply scenario analysis to correlation forecasting and stress-testing
- Understand the implications of dependency in various investment risk management applications
- Gain a deeper understanding of the advantages, and disadvantages, of quantitative methods in investment decision making
- Basic understanding in statistics, especially linear regression
- Familiarity with the Modern Portfolio Theory and portfolio risk analysis
Andreas Steiner is an independent investment analytics consultant and Managing Director of Andreas Steiner Consulting GmbH, an investment analytics boutique he has operated since 2011. His work focuses on investment process design and implementation, including risk management, portfolio construction, performance analysis, and bespoke risk assessment.
Previously, Andreas held senior investment risk and performance management roles at Credit Suisse Asset Management, Rothschild Bank AG, and LGT Capital Management, where he was Head of Investment Risk Management. He has also taught portfolio management, performance analysis, international investing, behavioural finance, and investment processes as an external lecturer at Zurich University of Applied Sciences.
Andreas has published research on a range of investment topics, including “Risk Parity for the Masses” in the Journal of Institutional Investing, and is the author of Essays on Applied Portfolio Analytics – Quantitative Methods for Investment Professionals, scheduled for publication in 2026/27. He is also Senior Strategic Advisor to the Global Security Fund at Finserve Nordic AB and holds a master’s degree (lic. oec. publ.), magna cum laude, in Economics from the University of Zurich.
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a Brochure with full details for Correlation in Investment Management
Introduction to Correlation and Dependency Concepts
- Correlation versus dependency
- Correlation versus causation
- The many interpretations of correlations
- Correlation and networks
- Behavioural aspects of correlation
- Why are assets correlated
- Correlation in Modern Portfolio Theory: diversification, hedging, factor models
Stylized Facts about Correlations and Dependencies in Financial Market Data
- Contagion effects in stock correlations
- Globalization in global equity investing
- Bonds as a safe haven asset
- Is gold a safe haven?
- Correlation analysis of correlation: the Fisher Transformation
Workshop: Calculating tail and downside correlations
Mathematical Properties of Correlation and the Correlation Matrix
- Validity of a correlation matrix
- Fixing an invalid or singular correlation matrix
- Geometric interpretation of correlation and correlation matrices
- Synchronisation issues & solutions
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Spectral decomposition of a correlation matrix
- Principal Component Analysis (PCA), eigenvalues and eigenvectors
- Applications: fixing a broken correlation matrix, generating random correlation matrices
- Singular value decomposition of correlations
- Autocorrelation: dependency over time
Alternative Approaches to Correlation and Dependency
- Spearman Rank Correlation
- Kendall's Tau
- Gerber Index
- Co-integration
- Conditional correlation: scenarios-based, downside and tail
- Distance measures: Euclidian, Manhattan, Chebyshev, Minowski
- Graph Theory: representing dependency as un-directional networks and applications in ML, AI
Workshop: Examining the validity of a correlation matrix
Scenario Analysis and Stress Testing
- Tweaking individual entries in a correlation matrix
- Changing blocks of correlation values
- Changing individual values
- Extrapolating and reverting trends in correlations
- "Risk on/off" scenarios
- Biased correlations due to illiquidity
A General Theory of Dependency – Copulas
- Introduction to Copula Theory
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Applications of Copula Theory
- Data analysis
- Stress testing
- Limitations of Copula Theory
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Copula application:
- Modelling defaults as Bernoulli variables
- Default dependence: multivariate defaults
- Implications for the Joint Default Probability: independent, linear correlation and non-linear Clayton Copula Default Dependency in comparison
Workshop: Identifying copulas in an international asset class universe
Simulating Correlated Data
- Cholesky Decomposition & Covariance Whitening
- Multivariant normal data
- Solutions for non-normal data
Stochastic Process Models for the Correlation Coefficient
- Jacobi process: simulating paths
- Beta distribution: randomizing a correlation coefficient
- Wishart distribution: randomizing a correlation matrix
Time Series Models for Correlations
- Historical estimators and exponentially-weighted correlations
- Vectorisation of correlation matrices: vec, vecl
- Robust estimators: average correlations, denoising with insights from Random Matrix Theory
- Bayesian shrinkage estimators: Jorion, Ledoit/Wolf
- Implied correlations from derivatives instruments
- Deriving asset correlations from factor correlations
- Scenario-based correlations and (Markov) regime-switching models for correlation
- GARCH approach: Multivariate GARCH, Constant Conditional Correlation (CCC), Scalar BEKK, Dynamic Conditional Correlation (DCC), Dynamic Equi-Correlation (DECO)
Workshop: Analyzing the volatility risk of a multi-asset-class portfolio based on robust correlation scenarios
Course Details
This course is also available in London Time Zone and New York Time Zone
- To run this course at your organisation, contact us.
Call now for more information on this course or to book:
Asia Pacific +65 3159 3707
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