Skip to main content
BTC / USDT———ETH / USDT———SOL / USDT———BNB / USDT———XRP / USDT———DOGE / USDT———TON / USDT———AVAX / USDT———LINK / USDT———ADA / USDT———TRX / USDT———DOT / USDT———BTC / USDT———ETH / USDT———SOL / USDT———BNB / USDT———XRP / USDT———DOGE / USDT———TON / USDT———AVAX / USDT———LINK / USDT———ADA / USDT———TRX / USDT———DOT / USDT———
Pricing

Research method

Autocorrelation test

Autocorrelation test is a canonical archive-taxonomy method; this registry entry defines its inputs, output and use boundary.

Output
Conditional forecast or research filter
Input
Ordered price, volume or breadth observations
Horizon
A defined sampling interval and lookback
Best use
Compare an explicit quantitative baseline with an out-of-sample result.

Registry evidence level: backtested. This is a navigation record, not a performance claim.

  • Input: Ordered price, volume or breadth observations.
  • Output: forecast.
  • Use boundary: Compare an explicit quantitative baseline with an out-of-sample result.
The graph2

How the method is built, and where it has been read

Depends on

Read in the archive23 readings

1982Construct ARIMA forecasts from lag diagnosticsTime series and forecasting1986Evaluating daily price and volume serial independence windowsStatistical tests1986Weekly resamples as a diagnostic filter for statistical windowsStatistical tests1987Evaluating weekly price cycles with autocorrelation cutoffsCycles and spectral analysis1987Evaluating money-supply serial dependence before a forecastStatistical tests1988Serial correlation is not an independence testStatistical tests1988Evaluating stationarity, randomness, and dependence in an index seriesStatistical tests1988Event-triggered chi-square tests for jittered serial linksStatistical tests1988Reverse the rule before you trust the systemDecision process1989Statistical windows for indicator time parametersStatistical tests1990Sign-cell correlation, chi-square checks, and lag shiftsStatistical tests1990Two-gate out-of-sample tests for trading rulesStatistical tests1990Chi-square evaluation of lagged breadth correlationsStatistical tests1990Constructing a short-horizon ARIMA from differenced wheat closesTime series and forecasting1998Test serial dependence before you optimize a mechanical systemStatistical tests2003How a one-rank rotation is constructed for an offset autocorrelation checkStatistical tests2004A two-stage Durbin-Watson residual screenStatistical tests2004Constructing first-order residual autocorrelation testsStatistical tests2005Evaluating persistence with runs and autocorrelationStatistical tests2011Constructing trend labels from increment correlation atomsIndicators and filters2012Overnight versus daytime return evaluationStatistical tests2012Constructing a multi-horizon folded-correlation reversal filterIndicators and filters2016Tuning indicators to measured market cyclesCycles and spectral analysis
This registry entry describes a research method. It is not investment advice and does not make a performance claim.