# L-Moments, Censored L-Moments, Trimmed L-Moments, L-Comoments, and Many Distributions

## Documentation for package ‘lmomco’ version 2.3.6

- DESCRIPTION file.
- User guides, package vignettes and other documentation.
- Package NEWS.

## Help Pages

A B C D E F G H I L M N P Q R S T U V X Z

lmomco-package | L-moments, Censored L-moments, Trimmed L-moments, L-comoments, and Many Distributions

## -- A --

add.lmomco.axis | Add an lmomco Axis to a Plot
add.log.axis | Add a Polished Logarthimic Axis to a Plot
amarilloprecip | Annual Maximum Precipitation Data for Amarillo, Texas
Apwm2BpwmRC | Conversion between A- and B-Type Probability-Weighted Moments for Right-Tail Censoring of an Appropriate Distribution
are.lmom.valid | Are the L-moments valid
are.par.valid | Are the Distribution Parameters Consistent with the Distribution
are.paraep4.valid | Are the Distribution Parameters Consistent with the 4-Parameter Asymmetric Exponential Power Distribution
are.parcau.valid | Are the Distribution Parameters Consistent with the Cauchy Distribution
are.paremu.valid | Are the Distribution Parameters Consistent with the Eta-Mu Distribution
are.parexp.valid | Are the Distribution Parameters Consistent with the Exponential Distribution
are.pargam.valid | Are the Distribution Parameters Consistent with the Gamma Distribution
are.pargep.valid | Are the Distribution Parameters Consistent with the Generalized Exponential Poisson Distribution
are.pargev.valid | Are the Distribution Parameters Consistent with the Generalized Extreme Value Distribution
are.pargld.valid | Are the Distribution Parameters Consistent with the Generalized Lambda Distribution
are.parglo.valid | Are the Distribution Parameters Consistent with the Generalized Logistic Distribution
are.pargno.valid | Are the Distribution Parameters Consistent with the Generalized Normal Distribution
are.pargov.valid | Are the Distribution Parameters Consistent with the Govindarajulu Distribution
are.pargpa.valid | Are the Distribution Parameters Consistent with the Generalized Pareto Distribution
are.pargum.valid | Are the Distribution Parameters Consistent with the Gumbel Distribution
are.parkap.valid | Are the Distribution Parameters Consistent with the Kappa Distribution
are.parkmu.valid | Are the Distribution Parameters Consistent with the Kappa-Mu Distribution
are.parkur.valid | Are the Distribution Parameters Consistent with the Kumaraswamy Distribution
are.parlap.valid | Are the Distribution Parameters Consistent with the Laplace Distribution
are.parlmrq.valid | Are the Distribution Parameters Consistent with the Linear Mean Residual Quantile Function Distribution
are.parln3.valid | Are the Distribution Parameters Consistent with the 3-Parameter Log-Normal Distribution
are.parnor.valid | Are the Distribution Parameters Consistent with the Normal Distribution
are.parpe3.valid | Are the Distribution Parameters Consistent with the Pearson Type III Distribution
are.parray.valid | Are the Distribution Parameters Consistent with the Rayleigh Distribution
are.parrevgum.valid | Are the Distribution Parameters Consistent with the Reverse Gumbel Distribution
are.parrice.valid | Are the Distribution Parameters Consistent with the Rice Distribution
are.parsla.valid | Are the Distribution Parameters Consistent with the Slash Distribution
are.parst3.valid | Are the Distribution Parameters Consistent with the 3-Parameter Student t Distribution
are.partexp.valid | Are the Distribution Parameters Consistent with the Truncated Exponential Distribution
are.partri.valid | Are the Distribution Parameters Consistent with the Asymmetric Triangular Distribution
are.parwak.valid | Are the Distribution Parameters Consistent with the Wakeby Distribution
are.parwei.valid | Are the Distribution Parameters Consistent with the Weibull Distribution

## -- B --

BarnesExtendedHypergeometric | Barnes Extended Hypergeometric Function
BEhypergeo | Barnes Extended Hypergeometric Function
bfrlmomco | Bonferroni Curve of the Distributions
Bpwm2ApwmRC | Conversion between B- and A-Type Probability-Weighted Moments for Right-Tail Censoring of an Appropriate Distribution

## -- C --

canyonprecip | Annual Maximum Precipitation Data for Canyon, Texas
cdf2lmom | Compute an L-moment from Cumulative Distribution Function
cdf2lmoms | Compute L-moments from Cumulative Distribution Function
cdfaep4 | Cumulative Distribution Function of the 4-Parameter Asymmetric Exponential Power Distribution
cdfcau | Cumulative Distribution Function of the Cauchy Distribution
cdfemu | Cumulative Distribution Function of the Eta-Mu Distribution
cdfexp | Cumulative Distribution Function of the Exponential Distribution
cdfgam | Cumulative Distribution Function of the Gamma Distribution
cdfgep | Cumulative Distribution Function of the Generalized Exponential Poisson Distribution
cdfgev | Cumulative Distribution Function of the Generalized Extreme Value Distribution
cdfgld | Cumulative Distribution Function of the Generalized Lambda Distribution
cdfglo | Cumulative Distribution Function of the Generalized Logistic Distribution
cdfgno | Cumulative Distribution Function of the Generalized Normal Distribution
cdfgov | Cumulative Distribution Function of the Govindarajulu Distribution
cdfgpa | Cumulative Distribution Function of the Generalized Pareto Distribution
cdfgum | Cumulative Distribution Function of the Gumbel Distribution
cdfkap | Cumulative Distribution Function of the Kappa Distribution
cdfkmu | Cumulative Distribution Function of the Kappa-Mu Distribution
cdfkur | Cumulative Distribution Function of the Kumaraswamy Distribution
cdflap | Cumulative Distribution Function of the Laplace Distribution
cdflmrq | Cumulative Distribution Function of the Linear Mean Residual Quantile Function Distribution
cdfln3 | Cumulative Distribution Function of the 3-Parameter Log-Normal Distribution
cdfnor | Cumulative Distribution Function of the Normal Distribution
cdfpe3 | Cumulative Distribution Function of the Pearson Type III Distribution
cdfray | Cumulative Distribution Function of the Rayleigh Distribution
cdfrevgum | Cumulative Distribution Function of the Reverse Gumbel Distribution
cdfrice | Cumulative Distribution Function of the Rice Distribution
cdfsla | Cumulative Distribution Function of the Slash Distribution
cdfst3 | Cumulative Distribution Function of the 3-Parameter Student t Distribution
cdftexp | Cumulative Distribution Function of the Truncated Exponential Distribution
cdftri | Cumulative Distribution Function of the Asymmetric Triangular Distribution
cdfwak | Cumulative Distribution Function of the Wakeby Distribution
cdfwei | Cumulative Distribution Function of the Weibull Distribution
check.fs | Check Vector of Nonexceedance Probabilities
check.pdf | Check and Potentially Graph Probability Density Functions
claudeprecip | Annual Maximum Precipitation Data for Claude, Texas
clearforkporosity | Porosity Data
cmlmomco | Conditional Mean Residual Quantile Function of the Distributions
cvm.test.lmomco | Cramér-von Mises Test for Goodness-of-Fit

## -- D --

dat2bernqua | Observed Data to Empirical Quantiles through Bernstein or Kantorovich Polynomials
dat2bernquaf | Equivalent Nonexceedance Probability for a Given Value through Observed Data to Empirical Quantiles through Bernstein or Kantorovich Polynomials
disfitqua | Fit a Distribution using Minimization of Available Quantiles
dist.list | List of Distribution Names
dlmomco | Probability Density Function of the Distributions
DrillBitLifetime | Lifetime of Drill Bits

## -- E --

eostat | Compute the Expectation of a Maximum (or Minimum and others) Order Statistic
expect.max.ostat | Compute the Expectation of a Maximum (or Minimum and others) Order Statistic
expect.min.ostat | Compute the Expectation of a Maximum (or Minimum and others) Order Statistic

## -- F --

f2f | Subsetting of Nonexceedance Probabilities Related to Conditional Probability Adjustment
f2flo | Conversion of Annual Nonexceedance Probability to Conditional Probability Nonexceedance Probabilities
f2fpds | Conversion of Annual Nonexceedance Probability to Partial Duration Nonexceedance Probability
fliplmoms | Flip L-moments by Flip Attribute in L-moment Vector
flo2f | Conversion of Conditional Nonexceedance Probability to Annual Nonexceedance Probability
fpds2f | Conversion of Partial-Duration Nonexceedance Probability to Annual Nonexceedance Probability
freq.curve.all | Compute Frequency Curve for Almost All Distributions

## -- G --

gen.freq.curves | Plot Randomly Generated Frequency Curves from a Parent Distribution
genci | Generate (Estimate) Confidence Intervals for Quantiles of a Parent Distribution
genci.simple | Generate (Estimate) Confidence Intervals for Quantiles of a Parent Distribution
gini.mean.diff | Gini Mean Difference Statistic
grv2prob | Convert a Vector of Gumbel Reduced Variates to Annual Nonexceedance Probabilities

## -- H --

harmonic.mean | The Harmonic Mean with Zero-Value Correction
headrick.sheng.lalpha | The Sample Headrick and Sheng L-alpha
herefordprecip | Annual Maximum Precipitation Data for Hereford, Texas
hlmomco | Hazard Functions of the Distributions

## -- I --

IRSrefunds.by.state | U.S. Internal Revenue Service Refunds by State for Fiscal Year 2006
is.aep4 | Is a Distribution Parameter Object Typed as 4-Parameter Asymmetric Exponential Power
is.cau | Is a Distribution Parameter Object Typed as Cauchy
is.emu | Is a Distribution Parameter Object Typed as Eta-Mu
is.exp | Is a Distribution Parameter Object Typed as Exponential
is.gam | Is a Distribution Parameter Object Typed as Gamma
is.gep | Is a Distribution Parameter Object Typed as Generalized Extreme Value
is.gev | Is a Distribution Parameter Object Typed as Generalized Extreme Value
is.gld | Is a Distribution Parameter Object Typed as Generalized Lambda
is.glo | Is a Distribution Parameter Object Typed as Generalized Logistic
is.gno | Is a Distribution Parameter Object Typed as Generalized Normal
is.gov | Is a Distribution Parameter Object Typed as Govindarajulu
is.gpa | Is a Distribution Parameter Object Typed as Generalized Pareto
is.gum | Is a Distribution Parameter Object Typed as Gumbel
is.kap | Is a Distribution Parameter Object Typed as Kappa
is.kmu | Is a Distribution Parameter Object Typed as Kappa-Mu
is.kur | Is a Distribution Parameter Object Typed as Kumaraswamy
is.lap | Is a Distribution Parameter Object Typed as Laplace
is.lmrq | Is a Distribution Parameter Object Typed as Linear Mean Residual Quantile Function
is.ln3 | Is a Distribution Parameter Object Typed as 3-Parameter Log-Normal
is.nor | Is a Distribution Parameter Object Typed as Normal
is.pe3 | Is a Distribution Parameter Object Typed as Pearson Type III
is.ray | Is a Distribution Parameter Object Typed as Rayleigh
is.revgum | Is a Distribution Parameter Object Typed as Reverse Gumbel
is.rice | Is a Distribution Parameter Object Typed as Rice
is.sla | Is a Distribution Parameter Object Typed as Slash
is.st3 | Is a Distribution Parameter Object Typed as 3-Parameter Student t Distribution
is.texp | Is a Distribution Parameter Object Typed as Truncated Exponential
is.tri | Is a Distribution Parameter Object Typed as Asymmetric Triangular
is.wak | Is a Distribution Parameter Object Typed as Wakeby
is.wei | Is a Distribution Parameter Object Typed as Weibull

## -- L --

LaguerreHalf | Laguerre Polynomial (Half)
lalpha | The Sample Headrick and Sheng L-alpha
Lcomoment.coefficients | L-comoment Coefficient Matrix
Lcomoment.correlation | L-correlation Matrix (L-correlation through Sample L-comoments)
Lcomoment.Lk12 | Compute a Single Sample L-comoment
Lcomoment.matrix | Compute Sample L-comoment Matrix
Lcomoment.Wk | Weighting Coefficient for Sample L-comoment
lcomoms2 | The Sample L-comoments for Two Variables
lkhlmomco | Leimkuhler Curve of the Distributions
lmom.ub | Unbiased Sample L-moments by Direct Sample Estimators
lmom2par | Convert L-moments to the Parameters of a Distribution
lmom2pwm | L-moments to Probability-Weighted Moments
lmom2vec | Convert an L-moment object to a Vector of L-moments
lmomaep4 | L-moments of the 4-Parameter Asymmetric Exponential Power Distribution
lmomcau | Trimmed L-moments of the Cauchy Distribution
lmomcoBook | Show the Errata for Asquith (2011) Book
lmomcoNews | Show the NEWS file
lmomemu | L-moments of the Eta-Mu Distribution
lmomexp | L-moments of the Exponential Distribution
lmomgam | L-moments of the Gamma Distribution
lmomgep | L-moments of the Generalized Exponential Poisson Distribution
lmomgev | L-moments of the Generalized Extreme Value Distribution
lmomgld | L-moments of the Generalized Lambda Distribution
lmomglo | L-moments of the Generalized Logistic Distribution
lmomgno | L-moments of the Generalized Normal Distribution
lmomgov | L-moments of the Govindarajulu Distribution
lmomgpa | L-moments of the Generalized Pareto Distribution
lmomgpaRC | B-type L-moments of the Generalized Pareto Distribution with Right-Tail Censoring
lmomgum | L-moments of the Gumbel Distribution
lmomkap | L-moments of the Kappa Distribution
lmomkmu | L-moments of the Kappa-Mu Distribution
lmomkur | L-moments of the Kumaraswamy Distribution
lmomlap | L-moments of the Laplace Distribution
lmomlmrq | L-moments of the Linear Mean Residual Quantile Function Distribution
lmomln3 | L-moments of the 3-Parameter Log-Normal Distribution
lmomnor | L-moments of the Normal Distribution
lmompe3 | L-moments of the Pearson Type III Distribution
lmomray | L-moments of the Rayleigh Distribution
lmomRCmark | Sample L-moment for Right-Tail Censoring by a Marking Variable
lmomrevgum | L-moments of the Reverse Gumbel Distribution
lmomrice | L-moments of the Rice Distribution
lmoms | The Sample L-moments and L-moment Ratios
lmoms.bernstein | Numerically Integrated L-moments of Smoothed Quantiles from Bernstein or Kantorovich Polynomials
lmoms.bootbarvar | The Exact Bootstrap Mean and Variance of L-moments
lmoms.cov | Distribution-Free Variance-Covariance Structure of Sample L-moments
lmomsla | Trimmed L-moments of the Slash Distribution
lmomsRCmark | Sample L-moments Moments for Right-Tail Censoring by a Marking Variable
lmomst3 | L-moments of the 3-Parameter Student t Distribution
lmomtexp | L-moments of the Truncated Exponential Distribution
lmomTLgld | Trimmed L-moments of the Generalized Lambda Distribution
lmomTLgpa | Trimmed L-moments of the Generalized Pareto Distribution
lmomtri | L-moments of the Asymmetric Triangular Distribution
lmomwak | L-moments of the Wakeby Distribution
lmomwei | L-moments of the Weibull Distribution
lmorph | Morph an L-moment Object
lmr2par | Convert L-moments to the Parameters of a Distribution
lmrdia | L-moment Ratio Diagram Components
lmrdiscord | Compute Discordance on L-CV, L-skew, and L-kurtosis
lrv2prob | Convert a Vector of Logistic Reduced Variates to Annual Nonexceedance Probabilities
lrzlmomco | Lorenz Curve of the Distributions

## -- M --

mle2par | Use Maximum Likelihood to Estimate Parameters of a Distribution
mps2par | Use Maximum Product of Spacings to Estimate the Parameters of a Distribution

## -- N --

nonexceeds | Some Common or Useful Nonexceedance Probabilities

## -- P --

par2cdf | Cumulative Distribution Function of the Distributions
par2cdf2 | Equivalent Cumulative Distribution Function of Two Distributions
par2lmom | Convert the Parameters of a Distribution to the L-moments
par2pdf | Probability Density Function of the Distributions
par2qua | Quantile Function of the Distributions
par2qua2 | Equivalent Quantile Function of Two Distributions
par2qua2lo | Equivalent Quantile Function of Two Distributions Stemming from Left-Hand Threshold to Setup Conditional Probability Computations
par2vec | Convert a Parameter Object to a Vector of Parameters
paraep4 | Estimate the Parameters of the 4-Parameter Asymmetric Exponential Power Distribution
parcau | Estimate the Parameters of the Cauchy Distribution
paremu | Estimate the Parameters of the Eta-Mu Distribution
parexp | Estimate the Parameters of the Exponential Distribution
pargam | Estimate the Parameters of the Gamma Distribution
pargep | Estimate the Parameters of the Generalized Exponential Poisson Distribution
pargev | Estimate the Parameters of the Generalized Extreme Value Distribution
pargld | Estimate the Parameters of the Generalized Lambda Distribution
parglo | Estimate the Parameters of the Generalized Logistic Distribution
pargno | Estimate the Parameters of the Generalized Normal Distribution
pargov | Estimate the Parameters of the Govindarajulu Distribution
pargpa | Estimate the Parameters of the Generalized Pareto Distribution
pargpaRC | Estimate the Parameters of the Generalized Pareto Distribution with Right-Tail Censoring
pargum | Estimate the Parameters of the Gumbel Distribution
parkap | Estimate the Parameters of the Kappa Distribution
parkmu | Estimate the Parameters of the Kappa-Mu Distribution
parkur | Estimate the Parameters of the Kumaraswamy Distribution
parlap | Estimate the Parameters of the Laplace Distribution
parlmrq | Estimate the Parameters of the Linear Mean Residual Quantile Function Distribution
parln3 | Estimate the Parameters of the 3-Parameter Log-Normal Distribution
parnor | Estimate the Parameters of the Normal Distribution
parpe3 | Estimate the Parameters of the Pearson Type III Distribution
parray | Estimate the Parameters of the Rayleigh Distribution
parrevgum | Estimate the Parameters of the Reverse Gumbel Distribution
parrice | Estimate the Parameters of the Rice Distribution
pars2x | Estimate Quantiles from an Ensemble of Parameters
parsla | Estimate the Parameters of the Slash Distribution
parst3 | Estimate the Parameters of the 3-Parameter Student t Distribution
partexp | Estimate the Parameters of the Truncated Exponential Distribution
parTLgld | Estimate the Parameters of the Generalized Lambda Distribution using Trimmed L-moments (t=1)
parTLgpa | Estimate the Parameters of the Generalized Pareto Distribution using Trimmed L-moments
partri | Estimate the Parameters of the Asymmetric Triangular Distribution
parwak | Estimate the Parameters of the Wakeby Distribution
parwei | Estimate the Parameters of the Weibull Distribution
pdfaep4 | Probability Density Function of the 4-Parameter Asymmetric Exponential Power Distribution
pdfcau | Probability Density Function of the Cauchy Distribution
pdfemu | Probability Density Function of the Eta-Mu Distribution
pdfexp | Probability Density Function of the Exponential Distribution
pdfgam | Probability Density Function of the Gamma Distribution
pdfgep | Probability Density Function of the Generalized Exponential Poisson Distribution
pdfgev | Probability Density Function of the Generalized Extreme Value Distribution
pdfgld | Probability Density Function of the Generalized Lambda Distribution
pdfglo | Probability Density Function of the Generalized Logistic Distribution
pdfgno | Probability Density Function of the Generalized Normal Distribution
pdfgov | Probability Density Function of the Govindarajulu Distribution
pdfgpa | Probability Density Function of the Generalized Pareto Distribution
pdfgum | Probability Density Function of the Gumbel Distribution
pdfkap | Probability Density Function of the Kappa Distribution
pdfkmu | Probability Density Function of the Kappa-Mu Distribution
pdfkur | Probability Density Function of the Kumaraswamy Distribution
pdflap | Probability Density Function of the Laplace Distribution
pdflmrq | Probability Density Function of the Linear Mean Residual Quantile Function Distribution
pdfln3 | Probability Density Function of the 3-Parameter Log-Normal Distribution
pdfnor | Probability Density Function of the Normal Distribution
pdfpe3 | Probability Density Function of the Pearson Type III Distribution
pdfray | Probability Density Function of the Rayleigh Distribution
pdfrevgum | Probability Density Function of the Reverse Gumbel Distribution
pdfrice | Probability Density Function of the Rice Distribution
pdfsla | Probability Density Function of the Slash Distribution
pdfst3 | Probability Density Function of the 3-Parameter Student t Distribution
pdftexp | Probability Density Function of the Truncated Exponential Distribution
pdftri | Probability Density Function of the Asymmetric Triangular Distribution
pdfwak | Probability Density Function of the Wakeby Distribution
pdfwei | Probability Density Function of the Weibull Distribution
pfactor.bernstein | Estimation of Optimal p-factor of Distributional Support Estimation for Smoothed Quantiles from the Bernstein or Kantorovich Polynomials
plmomco | Cumulative Distribution Function of the Distributions
plotlmrdia | Plot L-moment Ratio Diagram
plotradarlmr | Plot L-moment Radar Plot (Chart) Graphic
pmoms | The Sample Product Moments: Mean, Standard Deviation, Skew, and Excess Kurtosis
pp | Plotting-Position Formula
pp.f | Quantile Function of the Ranks of Plotting Positions
pp.median | Quantile Function of the Ranks of Plotting Positions
prettydist | A Pretty List of Distribution Names
prob2grv | Convert a Vector of Annual Nonexceedance Probabilities to Gumbel Reduced Variates
prob2lrv | Convert a Vector of Annual Nonexceedance Probabilities to Logistic Reduced Variates
prob2T | Convert a Vector of Annual Nonexceedance Probabilities to T-year Return Periods
pwm | Unbiased Sample Probability-Weighted Moments
pwm.alpha2beta | Conversion of Beta to Alpha Probability-Weighted Moments (PWMs) or Alpha to Beta PWMs
pwm.beta2alpha | Conversion of Beta to Alpha Probability-Weighted Moments (PWMs) or Alpha to Beta PWMs
pwm.gev | Generalized Extreme Value Plotting-Position Probability-Weighted Moments
pwm.pp | Plotting-Position Sample Probability-Weighted Moments
pwm.ub | Unbiased Sample Probability-Weighted Moments
pwm2lmom | Probability-Weighted Moments to L-moments
pwm2vec | Convert Probability-Weighted Moment object to a Vector
pwmLC | Sample Probability-Weighted Moments for Left-Tail Censoring
pwmRC | Sample Probability-Weighted Moments for Right-Tail Censoring

## -- Q --

qlmomco | Quantile Function of the Distributions
qua.ostat | Compute the Quantiles of the Distribution of an Order Statistic
qua2ci | Estimate a Confidence Interval for a Single Quantile of a Parent Distribution by a Simple Algorithm
qua2ci.cov | Estimate a Confidence Interval for Quantiles of a Parent Distribution using Sample Variance-Covariances of L-moments
qua2ci.simple | Estimate a Confidence Interval for a Single Quantile of a Parent Distribution by a Simple Algorithm
quaaep4 | Quantile Function of the 4-Parameter Asymmetric Exponential Power Distribution
quaaep4kapmix | Quantile Function Mixture Between the 4-Parameter Asymmetric Exponential Power and Kappa Distributions
quacau | Quantile Function of the Cauchy Distribution
quaemu | Quantile Function of the Eta-Mu Distribution
quaexp | Quantile Function of the Exponential Distribution
quagam | Quantile Function of the Gamma Distribution
quagep | Quantile Function of the Generalized Exponential Poisson Distribution
quagev | Quantile Function of the Generalized Extreme Value Distribution
quagld | Quantile Function of the Generalized Lambda Distribution
quaglo | Quantile Function of the Generalized Logistic Distribution
quagno | Quantile Function of the Generalized Normal Distribution
quagov | Quantile Function of the Govindarajulu Distribution
quagpa | Quantile Function of the Generalized Pareto Distribution
quagum | Quantile Function of the Gumbel Distribution
quakap | Quantile Function of the Kappa Distribution
quakmu | Quantile Function of the Kappa-Mu Distribution
quakur | Quantile Function of the Kumaraswamy Distribution
qualap | Quantile Function of the Laplace Distribution
qualmrq | Quantile Function of the Linear Mean Residual Quantile Function Distribution
qualn3 | Quantile Function of the 3-Parameter Log-Normal Distribution
quanor | Quantile Function of the Normal Distribution
quape3 | Quantile Function of the Pearson Type III Distribution
quaray | Quantile Function of the Rayleigh Distribution
quarevgum | Quantile Function of the Reverse Gumbel Distribution
quarice | Quantile Function of the Rice Distribution
quasla | Quantile Function of the Slash Distribution
quast3 | Quantile Function of the 3-Parameter Student t Distribution
quatexp | Quantile Function of the Truncated Exponential Distribution
quatri | Quantile Function of the Asymmetric Triangular Distribution
quawak | Quantile Function of the Wakeby Distribution
quawei | Quantile Function of the Weibull Distribution

## -- R --

ralmomco | Alpha-Percentile Residual Quantile Function of the Distributions
reslife.lmoms | L-moments of Residual Life
riglmomco | Income Gap Ratio Quantile Function for the Distributions
rlmomco | Random Variates of a Distribution
rmlmomco | Mean Residual Quantile Function of the Distributions
rmvarlmomco | Variance Residual Quantile Function of the Distributions
rralmomco | Reversed Alpha-Percentile Residual Quantile Function of the Distributions
rreslife.lmoms | L-moments of Reversed Residual Life
rrmlmomco | Reversed Mean Residual Quantile Function of the Distributions
rrmvarlmomco | Reversed Variance Residual Quantile Function of the Distributions

## -- S --

sen.mean | Sen's Weighted Mean Statistic
sentiv.curve | Compute the Sensitivity Curve for a Single Quantile
slmomco | Reversed Cumulative Distribution Function (Survival Function) of the Distributions
stttlmomco | Scaled Total Time on Test Transform of Distributions
supdist | The Support of a Distribution based on the Parameters

## -- T --

T2prob | Convert a Vector of T-year Return Periods to Annual Nonexceedance Probabilities
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
theoLmoms | The Theoretical L-moments and L-moment Ratios using Integration of the Quantile Function
theoLmoms.max.ostat | Compute the Theoretical L-moments of a Distribution Distribution based on System of Maximum Order Statistic Expectations
theoLmoms.min.ostat | Compute the Theoretical L-moments of a Distribution Distribution based on System of Maximum Order Statistic Expectations
theopwms | The Theoretical Probability-Weighted Moments using Integration of the Quantile Function
theoTLmoms | The Theoretical Trimmed L-moments and TL-moment Ratios using Integration of the Quantile Function
TLmom | A Sample Trimmed L-moment
TLmoms | The Sample Trimmed L-moments and L-moment Ratios
tlmrcau | Compute Select TL-moment ratios of the Cauchy Distribution
tlmrexp | Compute Select TL-moment ratios of the Exponential Distribution
tlmrgev | Compute Select TL-moment ratios of the Generalized Extreme Value Distribution
tlmrglo | Compute Select TL-moment ratios of the Generalized Logistic Distribution
tlmrgno | Compute Select TL-moment ratios of the Generalized Normal Distribution
tlmrgpa | Compute Select TL-moment ratios of the Generalized Pareto
tlmrgum | Compute Select TL-moment ratios of the Gumbel Distribution
tlmrln3 | Compute Select TL-moment ratios of the 3-Parameter Log-Normal Distribution
tlmrnor | Compute Select TL-moment ratios of the Normal Distribution
tlmrpe3 | Compute Select TL-moment ratios of the Pearson Type III
tlmrray | Compute Select TL-moment ratios of the Rayleigh Distribution
tttlmomco | Total Time on Test Transform of Distributions
tulia6Eprecip | Annual Maximum Precipitation Data for Tulia 6E, Texas
tuliaprecip | Annual Maximum Precipitation Data for Tulia, Texas
TX38lgtrmFlow | First six L-moments of logarithms of annual mean streamflow and variances for 35 selected long-term U.S. Geological Survey streamflow-gaging stations in Texas

## -- U --

USGSsta01515000peaks | Annual Peak Streamflow Data for U.S. Geological Survey Streamflow-Gaging Station 01515000
USGSsta02366500peaks | Annual Peak Streamflow Data for U.S. Geological Survey Streamflow-Gaging Station 02366500
USGSsta05405000peaks | Annual Peak Streamflow Data for U.S. Geological Survey Streamflow-Gaging Station 05405000
USGSsta06766000dvs | Daily Mean Streamflow Data for U.S. Geological Survey Streamflow-Gaging Station 06766000
USGSsta08151500peaks | Annual Peak Streamflow Data for U.S. Geological Survey Streamflow-Gaging Station 08151500
USGSsta08167000peaks | Annual Peak Streamflow Data for U.S. Geological Survey Streamflow-Gaging Station 08167000
USGSsta08190000peaks | Annual Peak Streamflow Data for U.S. Geological Survey Streamflow-Gaging Station 08190000
USGSsta09442000peaks | Annual Peak Streamflow Data for U.S. Geological Survey Streamflow-Gaging Station 09442000
USGSsta14321000peaks | Annual Peak Streamflow Data for U.S. Geological Survey Streamflow-Gaging Station 14321000

## -- V --

vec2lmom | Convert a Vector of L-moments to a L-moment Object
vec2par | Convert a Vector of Parameters to a Parameter Object of a Distribution
vec2pwm | Convert a Vector of Probability-Weighted Moments to a Probability-Weighted Moments Object
vec2TLmom | Convert a Vector of TL-moments to a TL-moment Object
vegaprecip | Annual Maximum Precipitation Data for Vega, Texas

## -- X --

x2pars | Estimate an Ensemble of Parameters from Three Different Methods
x2xlo | Conversion of a Vector through a Left-Hand Threshold to Setup Conditional Probability Computations

## -- Z --

z.par2cdf | Blipping Cumulative Distribution Functions
z.par2qua | Blipping Quantile Functions