Financial Econometrics

Event Studies & Financial Risk Services

How did the market react to an announcement? What return should an asset earn for its risk? How likely is a borrower to default? These are the questions of event studies, asset pricing, and risk modelling. MAS Research delivers all three—measuring abnormal returns, estimating risk–return relationships, and modelling credit and market risk, to the standard finance review demands.

An event study measures the abnormal return around a specific event (an announcement, merger, or policy change) to gauge its market impact, by comparing actual returns to those expected from a benchmark model. Asset-pricing models relate expected return to risk; credit-risk models estimate default probability and loss; and financial-risk modelling quantifies market and tail risk through measures such as Value-at-Risk and Expected Shortfall.

Event studies & abnormal returns Asset-pricing & factor models Credit-risk modelling VaR, ES & market risk
Cumulative abnormal return around an event Cumulative abnormal return flat before the event date and jumping sharply at and after it. event_study · cumulative abnormal return 0 CAR days relative to event event (t=0) estimation / pre-event abnormal return accrues
Event study (CAR) cumulative AR event

What these methods do

This page covers three closely related pillars of empirical finance that share a common concern: measuring return and risk precisely. Event studies ask how the market reacts to a specific event—an earnings announcement, a merger, a regulatory change, an index inclusion—by measuring the abnormal return around it: the difference between the actual return and the return a benchmark model says would have been expected. Cumulated over an event window, this abnormal return quantifies the event’s market impact, making event studies a workhorse of corporate finance, accounting, and market-efficiency research.

Asset-pricing models address the complementary question of what return an asset should earn for its risk—from the CAPM through multi-factor models (Fama–French three-, five-factor, and extensions) that relate expected returns to systematic risk factors. Credit-risk models estimate the probability of default and expected loss on loans or bonds. And financial-risk modelling quantifies the risk of a position or portfolio through measures such as Value-at-Risk (VaR) and Expected Shortfall (ES). Together they form the measurement backbone of empirical and applied finance.

When to use each

Use an event study when the question is the market impact of a discrete, dated event—does the market value this announcement, and by how much? Use an asset-pricing model when the question is about risk-adjusted returns, risk premia, or whether an anomaly survives standard risk controls—and as the benchmark (“normal return”) model inside an event study itself. Use credit-risk modelling when the question concerns default probability, credit scoring, or loss given default. Use financial-risk modelling when you need to quantify and backtest the market or tail risk of a position, often drawing on volatility models for the time-varying variance that risk measures depend on.

These methods also connect: an event study needs an asset-pricing model to define normal returns; a VaR estimate needs a volatility model; a short-run event impact can be read alongside a difference-in-differences design for a slower-moving regulatory effect. We select and combine them to fit the question and the data.

At a glance

Four related questions, four methods

Return and risk questions and the methods that answer them
QuestionMethodKey output
How did the market react to an event?Event studyAbnormal & cumulative abnormal returns (AR/CAR)
What return should an asset earn for its risk?Asset-pricing / factor modelsRisk premia, alphas, factor loadings
How likely is default, and what is the loss?Credit-risk modelsProbability of default, expected loss
How much could this position lose?Financial-risk modellingValue-at-Risk, Expected Shortfall
Methodology

Getting return and risk measurement right

A credible event study rests on several careful choices. The normal-return model (market model, market-adjusted, or a factor model) and the estimation and event windows must be chosen appropriately—too wide an event window invites contamination from other events, too narrow risks missing the reaction. Inference must handle the well-known pitfalls: event-induced variance (volatility rises around events, so standard tests over-reject), cross-sectional correlation when events cluster in calendar time, and the choice between parametric and non-parametric tests. We use tests robust to these issues rather than a naive t-test, and are careful that a measured abnormal return reflects the event, not a confounding one in the same window.

For asset-pricing models, the standard concerns are the factor specification, the handling of the well-documented errors-in-variables and standard-error problems in two-pass regressions, and honest treatment of anomalies. For credit and financial-risk models, the decisive discipline is validation and backtesting: a VaR or Expected Shortfall model must be backtested against realised outcomes—checking whether the frequency and clustering of exceptions match the model—and credit models assessed out of sample, with attention to the fat tails and non-normality that make tail risk easy to underestimate. Across all of these, we report the specification choices and the validation evidence, because a return or risk number is only as good as the model behind it.

The common failures are predictable—so we guard against them. Event studies need variance- and clustering-robust tests and clean windows free of confounding events; risk models (VaR, ES) must be backtested, not just fitted, with fat tails taken seriously. A number without these checks is not evidence.

Software

We deliver these methods in established, reproducible tools—R (eventstudies, PerformanceAnalytics, rmgarch), Python, and Stata/EViews—covering event-study estimation with robust tests, asset-pricing and factor regressions, credit-risk and VaR/ES modelling, and backtesting, all with versioned code.

How we work

How we deliver an event-study or risk analysis

This work sits within our wider financial-econometrics practice—so the normal-return or risk model is appropriate, the tests are robust, and risk measures are backtested.

For an event study, we define the event and windows, choose and estimate the normal-return model, compute abnormal and cumulative abnormal returns, and test them with variance- and clustering-robust methods, checking for confounding events. For asset-pricing work, we specify and estimate the factor model with appropriate inference. For risk, we build the credit or market-risk model, drawing on volatility models where needed, and—crucially—backtest it against realised outcomes.

Reporting sets out the design and model choices, the results (AR/CAR with robust tests, risk premia, default probabilities, or VaR/ES), and the validation and robustness evidence—so the findings can be judged against the standards finance reviewers apply.

You receive the estimates (abnormal returns and CARs with robust significance tests, factor-model results, credit-risk estimates, or VaR/ES figures), the specification and window choices, the backtesting and robustness evidence, clear visualisations, and reproducible analytical code and analysis-ready files (where appropriate and permitted).

Where we apply it

Event studies & risk across finance research

Return and risk measurement sits at the centre of empirical and applied finance—so these methods run throughout the field.

Corporate Finance & Accounting

Event studies of announcements, mergers, disclosures, and index inclusions—measuring how markets value corporate events.

Asset Pricing & Markets

Factor models, risk premia, and anomaly testing—whether returns survive standard risk controls.

Banking & Credit

Credit-risk and default modelling, credit scoring, and loss estimation for loans and bonds.

Risk Management

Value-at-Risk, Expected Shortfall, and market-risk measurement, with the backtesting regulators and reviewers expect.

Regulation & Policy

Market reactions to regulatory and policy events, often alongside quasi-experimental designs for slower effects.

Green, Crypto & Emerging Assets

Event studies and risk modelling for ESG events, digital assets, and new markets, with appropriate tail-risk treatment.

FAQ

Event studies & financial risk: common questions

An event study measures the abnormal return around a specific, dated event—such as an earnings announcement, merger, or regulatory change—to gauge its market impact. The abnormal return is the difference between the actual return and the return expected from a benchmark (normal-return) model; cumulated over an event window, it quantifies how the market valued the event. It is a central method in corporate finance, accounting, and market-efficiency research.
By first estimating a normal-return model (a market model, market-adjusted model, or a factor model) over an estimation window before the event, then computing the difference between actual and predicted returns over the event window. These abnormal returns are cumulated into a cumulative abnormal return (CAR) and tested for significance using methods robust to event-induced variance and, where events cluster in time, cross-sectional correlation—not a naive t-test.
From the CAPM through multi-factor models—the Fama–French three- and five-factor models, the Carhart momentum extension, and other factor specifications—relating expected returns to systematic risk factors. These are used to study risk premia, evaluate risk-adjusted performance (alpha), test whether anomalies survive standard risk controls, and to define normal returns inside event studies. We handle the known inference issues in factor regressions carefully.
Value-at-Risk (VaR) estimates the loss a position or portfolio could exceed only with a given small probability over a horizon; Expected Shortfall (ES) measures the average loss beyond the VaR threshold and better captures tail risk. Both are validated by backtesting—checking whether the number and clustering of realised exceptions match the model’s predictions. A VaR model that is not backtested, or that assumes normality despite fat tails, can badly understate risk.
An event study measures the short-window market reaction to a dated event using abnormal returns against a benchmark model, and is well suited to how quickly efficient markets price news. Difference-in-differences evaluates the effect of a treatment (such as a regulation) by comparing affected and unaffected units over a longer period. They answer related but distinct questions, and are sometimes used together—the event study for the immediate market reaction, DiD for slower-moving real effects.
Yes. Credit-risk modelling estimates the probability of default and expected loss for borrowers, loans, or bonds, using statistical and machine-learning approaches (such as logistic and survival models, scoring models, and structural or reduced-form credit models). As with market-risk models, validation is central—assessing discrimination and calibration out of sample—and fat tails and rare-event characteristics are handled with appropriate care.

Measuring a market reaction, a risk premium, or a risk exposure?

Whether it is the abnormal return around an event, a factor-model estimate, or a VaR that must be backtested, we deliver the analysis to finance-journal standards—robust tests, appropriate models, and validation that makes the number trustworthy.