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lmomco (version 1.7.3)

L-moments, Censored L-moments, Trimmed L-moments, L-comoments, and Many Distributions

Description

The package implements the statistical theory of L-moments in R including L-moment estimation, probability-weighted moment estimation, parameter estimation for numerous familiar and not-so-familiar distributions, and L-moment estimation for the same distributions from the parameters. L-moments are derived from the expectations of order statistics and are linear with respect to the probability-weighted moments; choice of either can be made by mathematical convenience. L-moments are directly analogous to the well-known product moments; however, L-moments have many advantages including unbiasedness, robustness, and consistency with respect to the product moments, and the method of L-moments can out perform the method of maximum likelihood. The lmomco package historically was originally oriented around canonical FORTRAN algorithms of Hosking's library, and the nomenclature for many of the functions parallels those of the Hosking library. Hosking's algorithms later became available in the lmom package. However, vast extensions, components, concepts, and other L-moment curiosities are added to lmomco to aid and expand the breadth of L-moment applications. Such extensions include venerable statistics as Sen weighted mean, Gini mean difference, plotting positions, and conditional probability adjustment. The plotting of L-moment ratio diagrams is directly supported in this package. Computations of L-moments for right-tail and left-tail censoring by known or unknown censoring threshold (Hosking) and also by indicator variable also are available. Trimmed L-moments are supported as is numerical integration of quantile functions to dynamically compute trajectories of select TL-moment ratios for the construction of TL-moment ratio diagrams. L-moments have been extended into multivariate space; the so-called sample L-comoments are implemented and might have considerable application in copula theory because they measure asymmetric correlation and higher comoments or comovements of variables. The package supports exact analytical boot strap estimates of order statistics, L-moments, and variances-covariances of L-moments. The package provides the Harri-Coble Tau34-squared Test for Normality that uses only the sample L-skew and L-kurtosis. The package supports the following distributions with moment type shown as "L" (L-moments) or "TL" (trimmed L-moments) and additional support for right-tail censoring ([RC]) include: Asymmetric Exponential Power (L), Cauchy (TL), Eta-Mu (L), Exponential (L), Gamma (L), Generalized Extreme Value (L), Generalized Lambda (L & TL), Generalized Logistic (L), Generalized Normal (L), Generalized Pareto (L[RC] & TL), Gumbel (L), Kappa (L), Kappa-Mu (L), Kumaraswamy (L), Laplace (L), Normal (L), 3-parameter log-Normal (L), Pearson Type III (L), Rayleigh (L), Reverse Gumbel (L[RC]), Rice/Rician (L), Truncated Exponential (L), Wakeby (L), and Weibull (L).

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Version

Install

install.packages('lmomco')

Monthly Downloads

3,282

Version

1.7.3

License

GPL

Maintainer

William Asquith

Last Published

January 29th, 2013

Functions in lmomco (1.7.3)

are.pargam.valid

Are the Distribution Parameters Consistent with the Gamma Distribution
are.parkur.valid

Are the Distribution Parameters Consistent with the Kumaraswamy Distribution
are.parrice.valid

Are the Distribution Parameters Consistent with the Rice Distribution
cdfgev

Cumulative Distribution Function of the Generalized Extreme Value Distribution
lmom.test.revgum

Test L-moment and Parameter Algorithms of the Reverse Gumbel Distribution
Lcomoment.matrix

Compute Sample L-comoment Matrix
cdfgum

Cumulative Distribution Function of the Gumbel Distribution
cdfcau

Cumulative Distribution Function of the Cauchy Distribution
f2fpds

Conversion of Annual Nonexceedance Probability to Partial Duration Nonexceedance Probability
USGSsta08167000peaks

Annual Peak Streamflow Data for U.S. Geological Survey Streamflow-Gaging Station 08167000
cdfrevgum

Cumulative Distribution Function of the Reverse Gumbel Distribution
Bpwm2ApwmRC

Conversion between B- and A-Type Probability-Weighted Moments for Right-Tail Censoring of An Appropriate Distribution
are.lmom.valid

Are the L-moments valid
are.parkap.valid

Are the Distribution Parameters Consistent with the Kappa Distribution
are.paraep4.valid

Are the Distribution Parameters Consistent with the 4-p Asymmetric Exponential Power Distribution
expect.max.ostat

Compute the Expection of a Maximum Order Statistic (or others)
Lcomoment.Wk

Weighting Coefficient for Sample L-comoment
Apwm2BpwmRC

Conversion between A- and B-Type Probability-Weighted Moments for Right-Tail Censoring of An Appropriate Distribution
freq.curve.all

Compute Frequency Curve for All Distributions
lcomoms2

The Sample L-comoments for Two Variables
USGSsta09442000peaks

Annual Peak Streamflow Data for U.S. Geological Survey Streamflow-Gaging Station 09442000
cdf2lmoms

Compute L-moments from Cumulative Distribution Function
cdfexp

Cumulative Distribution Function of the Exponential Distribution
are.parwei.valid

Are the Distribution Parameters Consistent with the Weibull Distribution
cdfgam

Cumulative Distribution Function of the Gamma Distribution
cdfpe3

Cumulative Distribution Function of the Pearson Type III Distribution
is.pe3

Is a Distribution Parameter Object Typed as Pearson Type III
USGSsta01515000peaks

Annual Peak Streamflow Data for U.S. Geological Survey Streamflow-Gaging Station 01515000
are.parkmu.valid

Are the Distribution Parameters Consistent with the Kappa-Mu Distribution
is.emu

Is a Distribution Parameter Object Typed as Eta-Mu
are.parray.valid

Are the Distribution Parameters Consistent with the Rayleigh Distribution
is.texp

Is a Distribution Parameter Object Typed as Truncated Exponential
clearforkporosity

Porosity Data
lmom2pwm

L-moments to Probability-Weighted Moments
are.parnor.valid

Are the Distribution Parameters Consistent with the Normal Distribution
are.pargpa.valid

Are the Distribution Parameters Consistent with the Generalized Pareto Distribution
lmomexp

L-moments of the Exponential Distribution
cdfglo

Cumulative Distribution Function of the Generalized Logistic Distribution
Lcomoment.Lk12

Compute a Single Sample L-comoment
dist.list

List of Distribution Names
is.gam

Is a Distribution Parameter Object Typed as Gamma
amarilloprecip

Annual Maximum Precipitation Data for Amarillo, Texas
Lcomoment.correlation

L-correlation Matrix (L-correlation through Sample L-comoments)
lmom.test.exp

Test L-moment and Parameter Algorithms of the Exponential Distribution
T2prob

Convert a Vector of T-year Return Periods to Annual Nonexceedance Probabilities
USGSsta06766000dvs

Daily Mean Streamflow Data for U.S. Geological Survey Streamflow-Gaging Station 06766000
lmom.test.all

Test All lmom.CCC.test Functions
lmom.test.gpa

Test L-moment and Parameter Algorithms of the Generalized Pareto Distribution
lmomsRCmark

Sample L-moments Moments for Right-Tail Censoring by a Marking Variable
parkmu

Estimate the Parameters of the Kappa-Mu Distribution
canyonprecip

Annual Maximum Precipitation Data for Canyon, Texas
is.glo

Is a Distribution Parameter Object Typed as Generalized Logistic
are.parcau.valid

Are the Distribution Parameters Consistent with the Cauchy Distribution
par2cdf2

Equivalent Cumulative Distribution Function of Two Distributions
is.lap

Is a Distribution Parameter Object Typed as Laplace
harmonic.mean

The Harmonic Mean with Zero-Value Correction
herefordprecip

Annual Maximum Precipitation Data for Hereford, Texas
hmomco

Hazard Functions of the Distributions
cdfrice

Cumulative Distribution Function of the Rice Distribution
gen.freq.curves

Plot Randomly Generated Frequency Curves from a Parent Distribution
check.fs

Check Vector of Nonexceedance Probabilities
are.parln3.valid

Are the Distribution Parameters Consistent with the 3-Parameter Log-Normal Distribution
cdfgpa

Cumulative Distribution Function of the Generalized Pareto Distribution
are.parglo.valid

Are the Distribution Parameters Consistent with the Generalized Logistic Distribution
are.parrevgum.valid

Are the Distribution Parameters Consistent with the Reverse Gumbel Distribution
lmomTLgpa

Trimmed L-moments of the Generalized Pareto Distribution
is.rice

Is a Distribution Parameter Object Typed as Rice
are.parwak.valid

Are the Distribution Parameters Consistent with the Wakeby Distribution
cdfkap

Cumulative Distribution Function of the Kappa Distribution
cdfgno

Cumulative Distribution Function of the Generalized Normal Distribution
USGSsta14321000peaks

Annual Peak Streamflow Data for U.S. Geological Survey Streamflow-Gaging Station 14321000
is.aep4

Is a Distribution Parameter Object Typed as 4-p Asymmetric Exponential Power
cdfwak

Cumulative Distribution Function of the Wakeby Distribution
lmom.test.pe3

Test L-moment and Parameter Algorithms of the Pearson Type III Distribution
USGSsta08151500peaks

Annual Peak Streamflow Data for U.S. Geological Survey Streamflow-Gaging Station 08151500
check.pdf

Check and Potentially Graph Probability Density Functions
is.kur

Is a Distribution Parameter Object Typed as Kumaraswamy
is.gev

Is a Distribution Parameter Object Typed as Generalized Extreme Value
cdfln3

Cumulative Distribution Function of the 3-Parameter Log-Normal Distribution
TLmoms

The Sample Trimmed L-moments and L-moment Ratios
cdfaep4

Cumulative Distribution Function of the 4-p Asymmetric Exponential Power Distribution
TLmom

A Sample Trimmed L-moment
is.cau

Is a Distribution Parameter Object Typed as Cauchy
is.ray

Is a Distribution Parameter Object Typed as Rayleigh
USGSsta05405000peaks

Annual Peak Streamflow Data for U.S. Geological Survey Streamflow-Gaging Station 05405000
USGSsta08190000peaks

Annual Peak Streamflow Data for U.S. Geological Survey Streamflow-Gaging Station 08190000
are.parlap.valid

Are the Distribution Parameters Consistent with the Laplace Distribution
are.pargno.valid

Are the Distribution Parameters Consistent with the Generalized Normal Distribution
are.par.valid

Are the Distribution Parameters Consistent with the Distribution
quagld

Quantile Function of the Generalized Lambda Distribution
claudeprecip

Annual Maximum Precipitation Data for Claude, Texas
dlmomco

Probability Density Function of the Distributions
IRSrefunds.by.state

U.S.~Internal Revenue Service Refunds by State for Fiscal Year 2006
is.exp

Is a Distribution Parameter Object Typed as Exponential
USGSsta02366500peaks

Annual Peak Streamflow Data for U.S. Geological Survey Streamflow-Gaging Station 02366500
are.parpe3.valid

Are the Distribution Parameters Consistent with the Pearson Type III Distribution
Lcomoment.coefficients

L-comoment Coefficient Matrix
lmom2vec

Convert an L-moment object to a Vector of L-moments
are.pargld.valid

Are the Distribution Parameters Consistent with the Generalized Lambda Distribution
lmomRCmark

Sample L-moment for Right-Tail Censoring by a Marking Variable
is.ln3

Is a Distribution Parameter Object Typed as 3-Parameter Log-Normal
LaguerreHalf

Laguerre Polynomial (Half)
lmom.test.wak

Test L-moment and Parameter Algorithms of the Wakeby Distribution
is.wei

Is a Distribution Parameter Object Typed as Weibull
cdftexp

Cumulative Distribution Function of the Truncated Exponential Distribution
are.partexp.valid

Are the Distribution Parameters Consistent with the Truncated Exponential Distribution
lmom.test.gno

Test L-moment and Parameter Algorithms of the Generalized Normal Distribution
are.pargum.valid

Are the Distribution Parameters Consistent with the Gumbel Distribution
lmomln3

L-moments of the 3-Parameter Log-Normal Distribution
are.pargev.valid

Are the Distribution Parameters Consistent with the Generalized Extreme Value Distribution
flo2f

Conversion of Conditional Nonexceedance Probability to Annual Nonexceedance Probability
lmom.test.gum

Test L-moment and Parameter Algorithms of the Gumbel Distribution
lmom.test.wei

Test L-moment and Parameter Algorithms of the Weibull Distribution
lmom.test.gam

Test L-moment and Parameter Algorithms of the Gamma Distribution
pwm.beta2alpha

Conversion of Beta to Alpha Probability-Weighted Moments (PWMs) or Alpha to Beta PWMs
cdflap

Cumulative Distribution Function of the Laplace Distribution
pwm2lmom

Probability-Weighted Moments to L-moments
lmomray

L-moments of the Rayleigh Distribution
lmomemu

L-moments of the Eta-Mu Distribution
lmomgno

L-moments of the Generalized Normal Distribution
f2flo

Conversion of Annual Nonexceedance Probability to Conditional Probability Nonexceedance Probabilities
quatexp

Quantile Function of the Truncated Exponential Distribution
lmom.test.kap

Test L-moment and Parameter Algorithms of the Kappa Distribution
pdfln3

Probability Density Function of the 3-Parameter Log-Normal Distribution
lmoms

The Sample L-moments and L-moment Ratios
cdfwei

Cumulative Distribution Function of the Weibull Distribution
lmom.test.glo

Test L-moment and Parameter Algorithms of the Generalized Logistic Distribution
lmom.test.nor

Test L-moment and Parameter Algorithms of the Normal Distribution
cdfkmu

Cumulative Distribution Function of the Kappa-Mu Distribution
is.nor

Is a Distribution Parameter Object Typed as Normal
lmomgev

L-moments of the Generalized Extreme Value Distribution
lmom.test.ray

Test L-moment and Parameter Algorithms of the Rayleigh Distribution
lmom.test.ln3

Test L-moment and Parameter Algorithms of the 3-Parameter Log-Normal Distribution
nonexceeds

Common Nonexceedance Probabilities
lmom.ub

Unbiased Sample L-moments by Direct Sample Estimators
parln3

Estimate the Parameters of the 3-Parameter Log-Normal Distribution
lmomgam

L-moments of the Gamma Distribution
partexp

Estimate the Parameters of the Truncated Exponential Distribution
pdfgld

Probability Density Function of the Generalized Lambda Distribution
lmomgpa

L-moments of the Generalized Pareto Distribution
pargam

Estimate the Parameters of the Gamma Distribution
paremu

Estimate the Parameters of the Eta-Mu Distribution
fpds2f

Conversion of Partial-Duration Nonexceedance Probability to Annual Nonexceedance Probability
is.kmu

Is a Distribution Parameter Object Typed as Kappa-Mu
lmomkmu

L-moments of the Kappa-Mu Distribution
par2pdf

Probability Density Function of the Distributions
pdfexp

Probability Density Function of the Exponential Distribution
parpe3

Estimate the Parameters of the Pearson Type III Distribution
lmomgld

L-moments of the Generalized Lambda Distribution
parcau

Estimate the Parameters of the Cauchy Distribution
quakmu

Quantile Function of the Kappa-Mu Distribution
lmomwei

L-moments of the Weibull Distribution
pdfkmu

Probability Density Function of the Kappa-Mu Distribution
pargpa

Estimate the Parameters of the Generalized Pareto Distribution
qua.ostat

Compute the Quantiles of the Distribution of an Order Statistic
par2vec

Convert a Parameter Object to a Vector of Parameters
tulia6Eprecip

Annual Maximum Precipitation Data for Tulia 6E, Texas
lmomglo

L-moments of the Generalized Logistic Distribution
lmom.test.gev

Test L-moment and Parameter Algorithms of the Generalized Extreme Value Distribution
cdfray

Cumulative Distribution Function of the Rayleigh Distribution
pdfpe3

Probability Density Function of the Pearson Type III Distribution
pdfwak

Probability Density Function of the Wakeby Distribution
pdfaep4

Probability Density Function of the 4-p Asymmetric Exponential Power Distribution
pargpaRC

Estimate the Parameters of the Generalized Pareto Distribution with Right-Tail Censoring
lmorph

Morph an L-moment Object
pdfgno

Probability Density Function of the Generalized Normal Distribution
pargld

Estimate the Parameters of the Generalized Lambda Distribution
is.kap

Is a Distribution Parameter Object Typed as Kappa
par2lmom

Convert the Parameters of a Distribution to the L-moments
parexp

Estimate the Parameters of the Exponential Distribution
pdfrice

Probability Density Function of the Rice Distribution
plmomco

Cumulative Distribution Function of the Distributions
pargum

Estimate the Parameters of the Gumbel Distribution
pargno

Estimate the Parameters of the Generalized Normal Distribution
qua2ci

Estimate Confidence Interval for a Single Quantile of a Parent Distribution
quaglo

Quantile Function of the Generalized Logistic Distribution
parwei

Estimate the Parameters of the Weibull Distribution
lmomrevgum

L-moments of the Reverse Gumbel Distribution
quagum

Quantile Function of the Gumbel Distribution
pdfrevgum

Probability Density Function of the Reverse Gumbel Distribution
pdfkur

Probability Density Function of the Kumaraswamy Distribution
prettydist

A Pretty List of Distribution Names
cdfgld

Cumulative Distribution Function of the Generalized Lambda Distribution
pwm.pp

Plotting-Position Sample Probability-Weighted Moments
pmoms

The Sample Product Moments: Mean, Standard Deviation, Skew, and Excess Kurtosis
cdfnor

Cumulative Distribution Function of the Normal Distribution
lmomgum

L-moments of the Gumbel Distribution
parnor

Estimate the Parameters of the Normal Distribution
lmomsf01

The Sample L-moments and L-moment Ratios from Nonexceedance Probabilities on the Bounds of 0 to 1
is.gum

Is a Distribution Parameter Object Typed as Gumbel
lmom.references

Useful References Related to L-moments
par2qua2

Equivalent Quantile Function of Two Distributions
fliplmoms

Flip L-moments by Flip Attribute in L-moment Vector
lmomlap

L-moments of the Laplace Distribution
lmomkur

L-moments of the Kumaraswamy Distribution
lmomnor

L-moments of the Normal Distribution
lmrdiscord

Compute Discordance on L-CV, L-skew, and L-kurtosis
lmomwak

L-moments of the Wakeby Distribution
par2cdf

Cumulative Distribution Function of the Distributions
is.revgum

Is a Distribution Parameter Object Typed as Reverse Gumbel
pargev

Estimate the Parameters of the Generalized Extreme Value Distribution
lmomcau

Trimmed L-moments of the Cauchy Distribution
lmom.diff

Difference Between L-moments of the Distribution and the L-moments of the Data
is.gld

Is a Distribution Parameter Object Typed as Generalized Lambda
parray

Estimate the Parameters of the Rayleigh Distribution
lmomkap

L-moments of the Kappa Distribution
tlmrln3

Compute Select TL-moment ratios of the 3-Parameter Log-Normal Distribution
parrevgum

Estimate the Parameters of the Reverse Gumbel Distribution
lmomTLgld

Trimmed L-moments (t=1) of the Generalized Lambda Distribution
pdfemu

Probability Density Function of the Eta-Mu Distribution
parwak

Estimate the Parameters of the Wakeby Distribution
lmompe3

L-moments of the Pearson Type III Distribution
is.gpa

Is a Distribution Parameter Object Typed as Generalized Pareto
lmom2par

Convert L-moments to the the Parameters of a Distribution
quaemu

Quantile Function of the Eta-Mu Distribution
lmoms.bootbarvar

The Exact Bootstrap Mean and Variance of L-moments
pdfgpa

Probability Density Function of the Generalized Pareto Distribution
tlmrgum

Compute Select TL-moment ratios of the Gumbel Distribution
quaexp

Quantile Function of the Exponential Distribution
pdfray

Probability Density Function of the Rayleigh Distribution
z.par2qua

Quantile Function of the Blipped Distributions
lmrdia

L-moment Ratio Diagram Components
pdfgev

Probability Density Function of the Generalized Extreme Value Distribution
parkap

Estimate the Parameters of the Kappa Distribution
is.wak

Is a Distribution Parameter Object Typed as Wakeby
plotlmrdia

Plot L-moment Ratio Diagram
qlmomco

Quantile Function of the Distributions
qualn3

Quantile Function of the 3-Parameter Log-Normal Distribution
lmomrice

L-moments of the Rice Distribution
parTLgld

Estimate the Parameters of the Generalized Lambda Distribution using Trimmed L-moments (t=1)
vegaprecip

Annual Maximum Precipitation Data for Vega, Texas
pdfwei

Probability Density Function of the Weibull Distribution
theoTLmoms

The Theoretical Trimmed L-moments and TL-moment Ratios using Integration of the Quantile Function
pwm.gev

Generalized Extreme Value Plotting-Position Probability-Weighted Moments
tlmrpe3

Compute Select TL-moment ratios of the Pearson Type III
pwmRC

Sample Probability-Weighted Moments for Right-Tail Censoring
vec2TLmom

Convert a Vector of TL-moments to a TL-moment Object
theopwms

The Theoretical Probability-Weighted Moments using Integration of the Quantile Function
tlmrgpa

Compute Select TL-moment ratios of the Generalized Pareto
tlmrglo

Compute Select TL-moment ratios of the Generalized Logistic Distribution
pdftexp

Probability Density Function of the Truncated Exponential Distribution
pdfgam

Probability Density Function of the Gamma Distribution
pdfkap

Probability Density Function of the Kappa Distribution
quape3

Quantile Function of the Pearson Type III Distribution
parglo

Estimate the Parameters of the Generalized Logistic Distribution
tlmrcau

Compute Select TL-moment ratios of the Cauchy Distribution
parkur

Estimate the Parameters of the Kumaraswamy Distribution
pdflap

Probability Density Function of the Laplace Distribution
quawei

Quantile Function of the Weibull Distribution
tlmrray

Compute Select TL-moment ratios of the Rayleigh Distribution
tlmrgno

Compute Select TL-moment ratios of the Generalized Normal Distribution
quawak

Quantile Function of the Wakeby Distribution
theoLmoms.max.ostat

Compute the Theoretical L-moments of a Distribution Distribution based on System of Maximum Order Statistic Expectations
quacau

Quantile Function of the Cauchy Distribution
lmomaep4

L-moments of the 4-p Asymmetric Exponential Power Distribution
pdfnor

Probability Density Function of the Normal Distribution
quaaep4

Quantile Function of the 4-p Asymmetric Exponential Power Distribution
vec2lmom

Convert a Vector of L-moments to a L-moment Object
lmomgpaRC

B-type L-moments of the Generalized Pareto Distribution with Right-Tail Censoring
lmomtexp

L-moments of the Truncated Exponential Distribution
quarice

Quantile Function of the Rice Distribution
pwm2vec

Convert Probability-Weighted Moment object to a Vector of Probability-Weighted Moments
tlmrnor

Compute Select TL-moment ratios of the Normal Distribution
quagpa

Quantile Function of the Generalized Pareto Distribution
parTLgpa

Estimate the Parameters of the Generalized Pareto Distribution using Trimmed L-moments
qualap

Quantile Function of the Laplace Distribution
quagno

Quantile Function of the Generalized Normal Distribution
prob2T

Convert a Vector of Annual Nonexceedance Probabilities to T-year Return Periods
parrice

Estimate the Parameters of the Rice Distribution
pdfgum

Probability Density Function of the Gumbel Distribution
pwm.ub

Unbiased Sample Probability-Weighted Moments
pdfcau

Probability Density Function of the Cauchy Distribution
pdfglo

Probability Density Function of the Generalized Logistic Distribution
quagam

Quantile Function of the Gamma Distribution
pwmLC

Sample Probability-Weighted Moments for Left-Tail Censoring
quaray

Quantile Function of the Rayleigh Distribution
tlmrexp

Compute Select TL-moment ratios of the Exponential Distribution
vec2pwm

Convert a Vector of Probability-Weighted Moments to a Probability-Weighted Moments Object
pp

Plotting-Position Formula
x2xlo

Conversion of a Vector through a Left-Hand Threshold to Setup Conditional Probability Computations
rlmomco

Random Deviates of a Distribution
pwm

Unbiased Sample Probability-Weighted Moments
quagev

Quantile Function of the Generalized Extreme Value Distribution
quanor

Quantile Function of the Normal Distribution
quakur

Quantile Function of the Kumaraswamy Distribution
sen.mean

Sen's Weighted Mean Statistic
vec2par

Convert a Vector of Parameters to a Parameter Object of a Distribution
quarevgum

Quantile Function of the Reverse Gumbel Distribution
quakap

Quantile Function of the Kappa Distribution
theoLmoms

The Theoretical L-moments and L-moment Ratios using Integration of the Quantile Function
tlmrgev

Compute Select TL-moment ratios of the Generalized Extreme Value Distribution
DrillBitLifetime

Lifetime of Drill Bits
are.parexp.valid

Are the Distribution Parameters Consistent with the Exponential Distribution
cdf2lmom

Compute an L-moment from Cumulative Distribution Function
are.paremu.valid

Are the Distribution Parameters Consistent with the Eta-Mu Distribution
cdfemu

Cumulative Distribution Function of the Eta-Mu Distribution
cdfkur

Cumulative Distribution Function of the Kumaraswamy Distribution
gini.mean.diff

Gini Mean Difference Statistic
genci

Generate Confidence Intervals for Quantiles of a Parent Distribution
is.gno

Is a Distribution Parameter Object Typed as Generalized Normal
par2qua

Quantile Function of the Distributions
parlap

Estimate the Parameters of the Laplace Distribution
z.par2cdf

Cumulative Distribution Function of Blipped Distributions
tuliaprecip

Annual Maximum Precipitation Data for Tulia, Texas
paraep4

Estimate the Parameters of the 4-p Asymmetric Exponential Power Distribution
tau34sq.normtest

The Tau34-squared Test: A Normality Test based on L-skew and L-kurtosis and an Elliptical Rejection Region on an L-moment Ratio Diagram