A Dynamic Risk-Adjusted Performance Framework for Bank Portfolios | Blazingprojects Postgraduate Thesis
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A Dynamic Risk-Adjusted Performance Framework for Bank Portfolios

 

Table Of Contents


Chapter ONE

INTRODUCTION

  • 1.1Introduction
  • 1.2Background of the Study
  • 1.3Statement of the Problem
  • 1.4Aim and Objectives of the Study
  • 1.5Research Questions
  • 1.6Research Hypotheses
  • 1.7Significance of the Study
  • 1.8Scope and Delimitation of the Study
  • 1.9Limitations of the Study
  • 1.10Organisation of the Study
  • 1.11Operational Definition of Terms

Chapter TWO

LITERATURE REVIEW

  • 2.1Conceptual Review: Dynamic Risk-Adjusted Performance in Banking
  • 2.2Conceptualization of Bank Portfolio Dynamics under Time-Varying Risk
  • 2.3Theoretical Framework A: Time-Varying Risk-Adjusted Performance Metrics
  • 2.4Theoretical Framework B: Dynamic Asset Pricing in Banking Portfolios
  • 2.5Empirical Review: Risk-Adjusted Performance in Bank Portfolios
  • 2.6Empirical Review: Dynamic Portfolio Allocation in Banking Contexts
  • 2.7Empirical Review: Stress Testing and Performance Attribution
  • 2.8Empirical Review: Liquidity, Funding Costs, and Performance Dynamics
  • 2.9Theoretical-empirical Synthesis on Performance Under Macro-financial Shocks
  • 2.10Gaps in the Literature: Measurement, Dynamics, and Practicality
  • 2.11Conceptual Model: Integrated Dynamic RKP Framework
  • 2.12Summary of Review and Implications for Model Development

Chapter THREE

RESEARCH METHODOLOGY

  • 3.1Research Design: Model-Driven Empirical Investigation
  • 3.2Philosophical Paradigm: Pragmatism in Financial Modeling
  • 3.3Population of the Study: Global Commercial Bank Portfolios (Sample Frame)
  • 3.4Sample Size and Sampling Technique: Stratified Multinational Bank Sample
  • 3.5Sources and Instruments of Data Collection: Bank Regulatory, Market, and Internal Data
  • 3.6Validity and Reliability of Instruments: Construct Validity and Backtesting Procedures
  • 3.7Data Preparation and Pre-processing: Cleaning, Imputation, and Alignment
  • 3.8Model Specification or Analytical Framework: Dynamic Risk-Adjusted Performance Model (DRAPM)
  • 3.9Estimation Techniques: Time-Varying Coefficients, Bayesian Updating, and Backtesting
  • 3.10Hypothesis Testing and Inference: Likelihood Ratios, Wald Tests, and Out-of-Sample Validation
  • 3.11Ethical Considerations: Data Privacy, Compliance, and Governance
  • 3.12Limitations and Assumptions of the Methodology

Chapter FOUR

DATA PRESENTATION AND ANALYSIS

  • ANALYSIS AND DISCUSSION OF FINDINGS
  • 4.1Data Presentation: Descriptive Statistics of Bank Portfolios
  • 4.2Descriptive Analysis: Risk, Return, and Capital Adequacy Profiles
  • 4.3Model Estimation: Dynamic Risk-Adjusted Performance Parameters
  • 4.4Hypotheses Testing: Temporal Dynamics of Performance Premiums
  • 4.5Robustness Checks: Sensitivity to Risk Measures and Window Sizes
  • 4.6Interpretation of Results: What the DRAPM Tells About Bank Portfolios
  • 4.7Discussion of Findings in Relation to Conceptual Frameworks
  • 4.8Discussion of Findings in Relation to Prior Empirical Studies

Chapter FIVE

SUMMARY, CONCLUSION AND RECOMMENDATIONS

  • CONCLUSION AND RECOMMENDATIONS
  • 5.1Summary of Findings
  • 5.2Conclusion: Implications for Bank Portfolio Management
  • 5.3Contribution to Knowledge: Dynamic Risk-Adjusted Framework for Banking
  • 5.4Practical Recommendations for Banks and Regulators
  • 5.5Recommendations for Further Studies

Thesis Abstract

This study addresses the rising need for robust performance evaluation in bank portfolios under dynamic risk conditions, where traditional static metrics fail to capture time-varying risk-return trade-offs and regulatory capital pressures. The problem is twofold first, portfolio performance measures often overlook state-dependent risk, liquidity constraints, and macroprudential spillovers; second, banks face challenges in aligning risk-adjusted returns with capital requirements and long-horizon stability. The aim is to develop and validate a Dynamic Risk-Adjusted Performance Framework (DRAPF) that integrates time-varying risk, transaction costs, liquidity risk, and regime-switching behavior into performance attribution and optimization. Specific objectives include (1) constructing a dynamic, risk-adjusted performance metric that extends standard Sharpe and Information Ratios with macroeconomic regime indicators; (2) modelling portfolio-level risk using a Markov-switching GARCH framework to capture volatility clustering and regime shifts; (3) embedding a capital-aware constraint via a dynamic risk-adjusted efficiency frontier that incorporates Basel III/IV liquidity and capital metrics; (4) assessing out-of-sample predictive performance and stability across banking sector sub-portfolios; and (5) deriving practical decision rules for portfolio rebalancing that balance expected returns, risk, and capital costs. Methodologically, the study adopts a quantitative, explanatory design with a longitudinal panel of 40 mid-sized commercial banks across a four-year horizon (2019–2022) from a diversified set of developed and emerging markets. A stratified random sample yields 320 bank-quarter observations, ensuring representation across lending, trading, and investment portfolios. Data sources include bank financial statements, regulatory reports, market data from Bloomberg, and macroeconomic indicators from the IMF. Primary instruments comprise portfolio return series, risk metrics (value-at-risk, expected shortfall), liquidity proxies (bid-ask spreads, liquid asset ratios), and capital measures (leverage ratio, liquidity coverage ratio). The DRAPF integrates (i) a regime-switching risk model using a Markov-switching GARCH(1,1) to estimate time-varying conditional variances and regime probabilities; (ii) a dynamic risk-adjusted performance metric built upon a state-dependent extension of the Treynor–Spike framework and a Regime-Switching Information Ratio; (iii) a capital-aware frontier derived from a dynamic programming approach that optimizes risk-adjusted returns subject to Basel-compliant liquidity and capital constraints; and (iv) an optimization module implementing a receding-horizon rebalancing policy. Validation employs out-of-sample forecasting tests, Diebold–Mariano comparisons for predictive accuracy, and bootstrap methods to assess parameter stability. Instrument validity is examined via content triangulation with regulatory disclosures, while reliability is ensured through cross-validation and robustness checks across regimes and sub-samples. Expected findings indicate that the DRAPF will outperform conventional risk-adjusted measures in capturing regime-dependent performance and in predicting subsequent bank portfolio returns under stress periods. It is anticipated that portfolios operating in higher-liquidity regimes will exhibit superior risk-adjusted performance when incorporating dynamic capital costs, whereas in stressed regimes, risk-adjusted performance will hinge more on liquidity management and hedging effectiveness. The framework should reveal that the inclusion of regime-dependent risk and capital constraints yields a more stable efficiency frontier over time, reducing tail risk and improving capital efficiency without sacrificing return potential. The study contributes to knowledge by integrating regime-switching risk dynamics with capital-aware performance measurement, extending existing theories on dynamic asset allocation under regulatory constraints, and offering a parsimonious yet implementable framework for banks to evaluate and optimize portfolio performance in a changing macro-financial landscape. Practical implications include guidance for risk-management practitioners on timing and sizing of rebalancing decisions, policy-makers on the interplays between market risk, liquidity risk, and capital requirements, and researchers on the integration of macroprudential considerations into performance analytics. The main conclusion posits that a dynamic, regime-aware, capital-conscious performance framework provides superior explanatory power and decision support for bank portfolio management, and it is recommended that banks adopt DRAPF components in their risk governance and strategic asset allocation processes, with ongoing calibration to evolving regulatory standards and market conditions.

Thesis Overview

This research investigates how banks can measure and enhance the performance of their portfolios by adjusting returns for risk in a dynamic, time-varying framework. In simple terms, it asks: how can we more accurately assess how well a bank’s portfolio is doing when risk levels change over time, and how should performance measurement adapt to those changes to improve decision making? Why it matters: traditional performance metrics often assume static risk and do not capture the evolving nature of credit, market, and liquidity risks that banks face. A dynamic risk-adjusted framework can provide banks with a more reliable signal for capital allocation, risk management, and strategic planning, potentially leading to better resilience during stress periods and more efficient use of capital. Problem or knowledge gap: while there are established risk-adjusted performance measures (e.g., Sharpe-like metrics, partially adjusted for risk), they typically rely on fixed periods or single-risk horizons and may overlook interactions among risk factors and feedback effects from risk management actions. There is a need for an integrated framework that (a) incorporates multiple risk dimensions (credit, market, liquidity), (b) updates as new information arrives, and (c) links risk-adjusted performance to portfolio-level decision rules. What the researcher will do, step by step: 1. Define a dynamic, multi-factor risk-adjusted performance measure grounded in established theories such as the Intertemporal Capital Asset Pricing Model and dynamic risk management concepts. 2. Develop a conceptual framework that links risk drivers, performance signals, and portfolio decisions. 3. Collect quarterly data from a representative sample of commercial bank portfolios over the last ten years, including returns, risk exposures, capital, and macro drivers. Sample size aims for at least 60 banks with 40 quarters of data. 4. Construct multi-factor risk indicators (credit, market, and liquidity risk) and estimate a dynamic model (panel VAR or dynamic GMM) to capture time-varying relationships. 5. Validate the framework through back-testing, out-of-sample forecasting, and scenario analyses, including stress periods. 6. Compare the proposed dynamic framework with traditional static measures using statistical tests and business impact simulations. 7. Assess practical implications for capital allocation, risk budgeting, and performance reporting. Expected contributions: (a) a novel, implementable dynamic risk-adjusted performance metric; (b) empirical evidence on how risk interdependencies affect performance; (c) guidance for banks on integrating dynamic risk adjustment into governance and reporting. Anticipated outcomes: improved accuracy in performance assessment, better alignment of incentives with risk, and actionable recommendations for risk-adjusted capital allocation and performance governance.

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