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# Statistics indicators
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Done: 13, Todo: 6
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# Statistics
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*BETA - Beta coefficient (Beta, R-squared)
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*CORR - Correlation Coefficient (Correlation, P-value)
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✔️ CURVATURE - Rate of Change in Direction or Slope
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✔️ ENTROPY - Measure of Uncertainty or Disorder
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✔️ HURST - Hurst Exponent
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✔️ KURTOSIS - Measure of Tails/Peakedness
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✔️ MAX - Maximum with exponential decay
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✔️ MEDIAN - Middle value
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✔️ MIN - Minimum with exponential decay
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✔️ MODE - Most Frequent Value
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✔️ PERCENTILE - Rank Order
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*RSQUARED - Coefficient of Determination (R-squared, Adjusted R-squared)
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✔️ SKEW - Skewness, asymmetry of distribution
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✔️ SLOPE - Rate of Change, Linear Regression
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✔️ STDDEV - Standard Deviation, Measure of Spread
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*THEIL - Theil's U Statistics (U1, U2)
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*TSF - Time Series Forecast (Forecast, Confidence Interval)
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✔️ VARIANCE - Average of Squared Deviations
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✔️ ZSCORE - Standardized Score
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Statistical functions and indicators for financial analysis.
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## Implemented
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- [Beta](Beta.cs) - Beta coefficient measuring volatility relative to market
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- [Corr](Corr.cs) - Correlation coefficient between two series
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- [Curvature](Curvature.cs) - Curvature of a time series
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- [Entropy](Entropy.cs) - Information entropy of a series
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- [Hurst](Hurst.cs) - Hurst exponent for trend strength
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- [Kurtosis](Kurtosis.cs) - Kurtosis measuring tail extremity
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- [Max](Max.cs) - Maximum value over period
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- [Median](Median.cs) - Median value over period
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- [Min](Min.cs) - Minimum value over period
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- [Mode](Mode.cs) - Mode (most frequent value)
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- [Percentile](Percentile.cs) - Percentile rank calculation
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- [Skew](Skew.cs) - Skewness measuring distribution asymmetry
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- [Slope](Slope.cs) - Linear regression slope
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- [Stddev](Stddev.cs) - Standard deviation
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- [Theil](Theil.cs) - Theil's U statistics for forecast accuracy
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- [Tsf](Tsf.cs) - Time series forecast
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- [Variance](Variance.cs) - Statistical variance
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- [Zscore](Zscore.cs) - Z-score standardization
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## Planned
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- Cointegration - Test for cointegrated series
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- Granger - Granger causality test
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- Jarque-Bera - Normality test
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- Kendall - Kendall rank correlation
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- Spearman - Spearman rank correlation
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