Uses of Class
org.drip.numerical.estimation.R1ToR1Estimator
| Package | Description |
|---|---|
| org.drip.function.e2erf |
E2 erf and erf-1 Implementations
|
| org.drip.function.e2erfc |
E2 erfc Estimation Function Implementation
|
| org.drip.function.enerf |
En erf Series and Generators
|
| org.drip.numerical.estimation |
Function Numerical Estimates/Corrections/Bounds
|
| org.drip.specialfunction.digamma |
Estimation Techniques for Digamma Function
|
| org.drip.specialfunction.gamma |
Analytic/Series/Integral Gamma Estimators
|
| org.drip.specialfunction.hypergeometric |
Hyper-geometric Function Estimation Schemes
|
| org.drip.specialfunction.incompletegamma |
Upper/Lower Incomplete Gamma Functions
|
| org.drip.specialfunction.lanczos |
Lanczos Scheme for Gamma Estimate
|
| org.drip.specialfunction.loggamma |
Analytic/Series/Integral Log Gamma Estimators
|
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Uses of R1ToR1Estimator in org.drip.function.e2erf
Subclasses of R1ToR1Estimator in org.drip.function.e2erf Modifier and Type Class Description classAbramowitzStegunAbramowitzStegun implements the E2 (erf) Estimator using Abramowitz-Stegun Scheme.classErrorFunctionErrorFunction implements the E2 Error Function (erf).classErrorFunctionInverseErrorFunctionInverse implements the E2 erf Inverse erf-1. -
Uses of R1ToR1Estimator in org.drip.function.e2erfc
Subclasses of R1ToR1Estimator in org.drip.function.e2erfc Modifier and Type Class Description classErrorFunctionComplementErrorFunctionComplement implements the Error Function Complement (erfc).classErrorFunctionComplementInverseErrorFunctionComplementInverse implements the Error Function Complement Inverse erfc-1. -
Uses of R1ToR1Estimator in org.drip.function.enerf
Subclasses of R1ToR1Estimator in org.drip.function.enerf Modifier and Type Class Description classE0ErrorFunctionE0ErrorFunction implements the E0 Error Function (erf).classE1ErrorFunctionE1ErrorFunction implements the E1 Error Function (erf).classGeneralizedErrorFunctionGeneralizedErrorFunction implements the Generalized En Error Function (erf). -
Uses of R1ToR1Estimator in org.drip.numerical.estimation
Subclasses of R1ToR1Estimator in org.drip.numerical.estimation Modifier and Type Class Description classR1ToR1IntegrandEstimatorR1ToR1IntegrandEstimator exposes the Stubs behind the Integrand Based R1 - R1 Approximate Numerical Estimators.classR1ToR1IntegrandLimitEstimatorR1ToR1IntegrandLimitEstimator exposes the Stubs behind the Integrand Based R1 - R1 Approximate Numerical Estimators with the Limits as the Variate.Methods in org.drip.numerical.estimation that return R1ToR1Estimator Modifier and Type Method Description R1ToR1EstimatorR1ToR1IntegrandGenerator. integrand(double z)Generate the R1 - R1 Integrand given the Parametric VariableR1ToR1EstimatorR1ToR1IntegrandEstimator. integrandOffset()Retrieve the Integrand OffsetConstructors in org.drip.numerical.estimation with parameters of type R1ToR1Estimator Constructor Description R1ToR1IntegrandEstimator(DerivativeControl dc, R1ToR1IntegrandGenerator integrandGenerator, int limitsSetting, double integrandScale, R1ToR1Estimator integrandOffset)R1ToR1IntegrandEstimator Constructor -
Uses of R1ToR1Estimator in org.drip.specialfunction.digamma
Subclasses of R1ToR1Estimator in org.drip.specialfunction.digamma Modifier and Type Class Description classCumulativeSeriesEstimatorCumulativeSeriesEstimator implements the Cumulative Series Based Digamma Estimation. -
Uses of R1ToR1Estimator in org.drip.specialfunction.gamma
Subclasses of R1ToR1Estimator in org.drip.specialfunction.gamma Modifier and Type Class Description classNemesAnalyticNemesAnalytic implements the Nemes Analytic Estimate of the Gamma Function.classRamanujanSeriesRamanujanSeries implements the Ramanujan Series Version of the Gamma Function Approximation.classRobbinsExtensionRobbinsExtension implements the Robbins (1955) Extension of the Stirling's Approximation of the Gamma Function.classStirlingSeriesStirlingSeries implements the Stirling's Series Approximation of the Gamma Functions.classWindschitlTothAnalyticWindschitlTothAnalytic implements the Windschitl-Toth Analytic Approximation of the Gamma Function. -
Uses of R1ToR1Estimator in org.drip.specialfunction.hypergeometric
Subclasses of R1ToR1Estimator in org.drip.specialfunction.hypergeometric Modifier and Type Class Description classSeriesEstimatorSeriesEstimator estimates the 2F1 Hyper-geometric Function using a Series Expansion. -
Uses of R1ToR1Estimator in org.drip.specialfunction.incompletegamma
Subclasses of R1ToR1Estimator in org.drip.specialfunction.incompletegamma Modifier and Type Class Description classLowerSFixedLowerSFixed implements the Lower Incomplete Gamma Function using Power Series for a Fixed s.classUpperSFixedUpperSFixed implements the Upper Incomplete Gamma Function using the Power Expansion Series, starting with s = 0 if Recurrence is employed. -
Uses of R1ToR1Estimator in org.drip.specialfunction.lanczos
Subclasses of R1ToR1Estimator in org.drip.specialfunction.lanczos Modifier and Type Class Description classEstimatorEstimator implements the Lanczos Gamma Function Estimation Scheme. -
Uses of R1ToR1Estimator in org.drip.specialfunction.loggamma
Subclasses of R1ToR1Estimator in org.drip.specialfunction.loggamma Modifier and Type Class Description classInfiniteSumEstimatorInfiniteSumEstimator estimates Log Gamma using the Infinite Series Infinite Sum.classNemesAnalyticEstimatorNemesAnalyticEstimator implements the Nemes Analytic Version of the Log Gamma Function.classRaabeSeriesEstimatorRaabeSeriesEstimator implements the Raabe Series Version of Log Gamma Function.classRamanujanSeriesEstimatorRamanujanSeriesEstimator implements the Ramanujan Series Log Gamma Estimation.classStirlingSeriesEstimatorStirlingSeriesEstimator implements the Stirling's Series Approximation of the Gamma Function.classWindschitlTothAnalyticEstimatorWindschitlTothAnalyticEstimator implements the Windschitl-Toth Version of Log Gamma Estimator.