Uses of Class
org.drip.numerical.estimation.R1ToR1Series
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.numerical.quadrature |
R1 Gaussian Integration Quadrature Schemes
|
org.drip.specialfunction.digamma |
Estimation Techniques for Digamma Function
|
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
|
org.drip.specialfunction.scaledexponential |
Scaled Exponential Function Implementation Distribution
|
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Uses of R1ToR1Series in org.drip.function.e2erf
Subclasses of R1ToR1Series in org.drip.function.e2erf Modifier and Type Class Description class
AbramowitzStegunSeriesGenerator
AbramowitzStegunSeriesGenerator implements the E2 erf Abramowitz-Stegun Variant of Series Term Generator.class
MacLaurinSeries
MacLaurinSeries implements the E2 MacLaurin Series Term.Methods in org.drip.function.e2erf that return R1ToR1Series Modifier and Type Method Description static R1ToR1Series
HansHeinrichBurmannSeries. Convergent()
Construct the Convergent E2 erf Hans Heinrich Burmann Versionstatic R1ToR1Series
HansHeinrichBurmannSeries. SchopfSupancic2014()
Construct the Schopf-Supancic (2014) E2 erf Hans Heinrich Burmann VersionConstructors in org.drip.function.e2erf with parameters of type R1ToR1Series Constructor Description ErrorFunction(R1ToR1Series r1ToR1SeriesGenerator, DerivativeControl dc)
ErrorFunction Constructor -
Uses of R1ToR1Series in org.drip.function.e2erfc
Methods in org.drip.function.e2erfc that return R1ToR1Series Modifier and Type Method Description static R1ToR1Series
AsymptoticExpansion. SeriesGenerator(int termCount)
Construct the Asymptotic Version of Error Function Complement Series Generatorstatic R1ToR1Series
InverseFactorialExpansion. SeriesGenerator(int termCount)
Construct the Inverse Factorial Version of Error Function Complement Series GeneratorConstructors in org.drip.function.e2erfc with parameters of type R1ToR1Series Constructor Description ErrorFunctionComplement(R1ToR1Series r1ToR1SeriesGenerator, DerivativeControl dc)
ErrorFunctionComplement Constructor -
Uses of R1ToR1Series in org.drip.function.enerf
Methods in org.drip.function.enerf that return R1ToR1Series Modifier and Type Method Description static R1ToR1Series
GeneralizedMacLaurinSeriesGenerator. ERF(int degree, int termCount)
Construct the En erf MacLaurin Series Generator -
Uses of R1ToR1Series in org.drip.numerical.estimation
Methods in org.drip.numerical.estimation with parameters of type R1ToR1Series Modifier and Type Method Description R1Estimate
R1ToR1Estimator. seriesEstimate(double x, java.util.TreeMap<java.lang.Integer,java.lang.Double> termWeightMap, R1ToR1Series r1ToR1SeriesGenerator)
Compute the Higher Order Series EstimatesR1Estimate
R2ToR1Estimator. seriesEstimate(double x, double y, java.util.TreeMap<java.lang.Integer,java.lang.Double> termWeightMap, R1ToR1Series r1ToR1SeriesGenerator)
Compute the Higher Order Series Estimates -
Uses of R1ToR1Series in org.drip.numerical.quadrature
Subclasses of R1ToR1Series in org.drip.numerical.quadrature Modifier and Type Class Description class
OrthogonalPolynomial
OrthogonalPolynomial implements a Single Basis Orthogonal Polynomial used in the Construction of the Quadrature. -
Uses of R1ToR1Series in org.drip.specialfunction.digamma
Methods in org.drip.specialfunction.digamma that return R1ToR1Series Modifier and Type Method Description static R1ToR1Series
CumulativeSeries. AbramowitzStegun2007(int termCount)
Construct the R1 To R1 Infinite Abramowitz-Stegun (2007) Cumulative Seriesstatic R1ToR1Series
CumulativeSeries. Asymptotic()
Construct the R1 To R1 Asymptotic Cumulative SeriesR1ToR1Series
CumulativeSeriesEstimator. cumulativeSeries()
Retrieve the Underlying Cumulative Seriesstatic R1ToR1Series
CumulativeSeries. ExponentialAsymptote()
Construct the R1 To R1 Exponential Asymptotic Cumulative Seriesstatic R1ToR1Series
CumulativeSeries. ExponentialAsymptoteHalfShifted()
Construct the R1 To R1 Exponential Half-Shifted Asymptotic Cumulative Seriesstatic R1ToR1Series
CumulativeSeries. Gauss(int termCount)
Construct the R1 To R1 Gauss Cumulative Seriesstatic R1ToR1Series
CumulativeSeries. MezoHoffman2017(R1ToR1 saddlePointFunction, int saddlePointCount)
Construct the R1 To R1 Infinite Saddle Point Cumulative Seriesstatic R1ToR1Series
CumulativeSeries. TaylorRiemannZeta(R1ToR1 riemannZetaEstimator, int termCount)
Construct the R1 To R1 Taylor Riemann-Zeta Cumulative Series -
Uses of R1ToR1Series in org.drip.specialfunction.hypergeometric
Methods in org.drip.specialfunction.hypergeometric that return R1ToR1Series Modifier and Type Method Description static R1ToR1Series
PochhammerSeries. Create(HypergeometricParameters hypergeometricParameters, int termCount)
Construct the R1 To R1 Pochhammer Cumulative SeriesR1ToR1Series
SeriesEstimator. series()
Retrieve the Underlying Cumulative Series -
Uses of R1ToR1Series in org.drip.specialfunction.incompletegamma
Subclasses of R1ToR1Series in org.drip.specialfunction.incompletegamma Modifier and Type Class Description class
LowerSFixedSeries
LowerSFixedSeries implements Lower Incomplete Gamma Expansion Series.Methods in org.drip.specialfunction.incompletegamma that return R1ToR1Series Modifier and Type Method Description static R1ToR1Series
UpperSFixedSeries. NIST2019(int termCount)
Construct the R1 To R1 NIST (2019) Limit Seriesstatic R1ToR1Series
UpperSFixedSeries. NIST2019Recursive(int n)
Construct the R1 To R1 NIST (2019) Recursive Limit SeriesR1ToR1Series
UpperSFixed. upperSFixedSeries()
Retrieve the Underlying Upper S Fixed Seriesstatic R1ToR1Series
UpperSFixedSeries. Weisstein(int s)
Construct the R1 To R1 Weisstein Limit Series -
Uses of R1ToR1Series in org.drip.specialfunction.lanczos
Subclasses of R1ToR1Series in org.drip.specialfunction.lanczos Modifier and Type Class Description class
ASeriesGenerator
ASeriesGenerator generates the Terms of the Lanczos A Series. -
Uses of R1ToR1Series in org.drip.specialfunction.loggamma
Methods in org.drip.specialfunction.loggamma that return R1ToR1Series Modifier and Type Method Description static R1ToR1Series
InfiniteSumSeries. Blagouchine2015(int termCount)
Construct the R1 To R1 Blagouchine (2015) Seriesstatic R1ToR1Series
InfiniteSumSeries. Euler(int termCount)
Construct the R1 To R1 Infinite Euler Sum Seriesstatic R1ToR1Series
InfiniteSumSeries. Fourier(int termCount)
Construct the R1 To R1 Malmsten-Blagouchine Fourier SeriesR1ToR1Series
InfiniteSumEstimator. infiniteSumSeries()
Retrieve the Underlying Infinite Sum Seriesstatic R1ToR1Series
InfiniteSumSeries. Weierstrass(int termCount)
Construct the R1 To R1 Infinite Weierstrass Sum Series -
Uses of R1ToR1Series in org.drip.specialfunction.scaledexponential
Methods in org.drip.specialfunction.scaledexponential that return R1ToR1Series Modifier and Type Method Description R1ToR1Series
RelaxationTimeDistributionSeriesEstimator. series()
Retrieve the R1 to R1 Relaxation Time Distribution Seriesstatic R1ToR1Series
RelaxationTimeDistributionSeries. Summation(double beta, R1ToR1 gammaEstimator, int termCount)
Construct the R1 To R1 Bessel First Kind Frobenius Summation Series