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Backtesting & Validation Calculator Guide

How to use Synthetic Market Data Generator

Generate synthetic price series from geometric Brownian motion, GARCH(1,1) with volatility clustering, regime-switching bull/bear, or copula-linked multi-asset processes — the controlled inputs you need to stress-test backtests without overfitting to history.

By Orbyd Editorial · AI Fin Hub Team
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Synthetic Market Data Generator

Generate synthetic price series — geometric Brownian motion, GARCH(1,1) with volatility clustering, regime-switching bull/bear, or copula-linked.

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What It Does

Use the calculator with intent

Generate synthetic price series from geometric Brownian motion, GARCH(1,1) with volatility clustering, regime-switching bull/bear, or copula-linked multi-asset processes — the controlled inputs you need to stress-test backtests without overfitting to history.

Backtesters who want to stress-test a strategy across many possible market futures rather than just the one historical realization the strategy was fit to.

Interpreting Results

Run the strategy on N synthetic realizations of the same model and compare the resulting Sharpe distribution against the historical Sharpe. A historical Sharpe in the top 5% of the synthetic distribution may be overfit luck, not edge.

Input Steps

Field by field

  1. 1

    Upload data

    Upload empirical return series for the assets you want to model.

  2. 2

    Pick option

    Pick the model: GARCH(1,1) for vol clustering, Skewed-t for fat tails, regime-switching for stress scenarios.

  3. 3

    Set parameters

    Set generation parameters: number of paths, length of each path.

  4. 4

    Read outputs

    Read calibration diagnostics — does the synthetic data match your real data on the metrics that matter (skew, kurtosis, vol clustering)?

  5. 5

    Use result

    Use the synthetic series for stress-testing. Do NOT use it as a live trading signal — by construction it has no real-world predictive content.

Common Scenarios

Use realistic starting points

Stress-test a trend strategy

Process

GARCH(1,1)

Realizations

1000

Length

5 years

Trend strategies look very different across GARCH realizations than they do on history — the distribution is wide. If historical performance is at the 95th percentile, real edge is uncertain.

Stress-test a mean-reversion strategy

Process

Regime-switching

Realizations

500

Length

3 years

Mean-reversion strategies survive in mean-reverting regimes and die in trending regimes — the regime mix matters more than the parameter choice.

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FAQ

Questions people ask next

The short answers readers usually want after the first pass.

Three reasons: (1) backtest more market regimes than the historical sample contains (stress-testing), (2) preserve privacy when sharing strategy results without exposing real positions, (3) generate edge-case scenarios for execution-system testing. The methodology page documents each use case.

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Planning estimates only — not financial, tax, or investment advice.