in text, not HTML.
>
> Cheers,
> Bert
> Bert Gunter
>
> "Data is not information. Information is not knowledge. And knowledge
> is certainly not wisdom."
>-- Clifford Stoll
>
>
> On Wed, Jun 24, 2015 at 3:27 AM, James Shaw wrote:
>> I am interested
I am interested in using quantile regression to fit the following model at
different quantiles of a response variable:
(1) y = b0 + b1*g1 + b2*g2 + B*Z
where b0 is an intercept, g1 and g2 are dummy variables for 2 of 3
independent groups, and Z is a matrix of covariates to be adjusted for in
the
Everyone:
I am working on a simulation of the efficiencies of regression
estimators when applied to model a specific form of highly skewed
data. The outcome variable (y) is being simulated from a generalized
lambda distribution (GLD) to reflect the characteristics (mean,
variance, skewness, kurto
Is anyone aware of an R package that enables one to estimate the shape
parameters (lambda3 and lambda4) for the generalized lambda
distribution (GLD) based on known mean, variance, skewness, and
kurtosis? I am aware of a package for generating data from a
generalized lambda distribution. However,
:
>
>
> On 18.04.2011 23:41, James Shaw wrote:
>>
>> I am using robreg.evol (part of the RFreak package) to fit models via
>> least trimmed squares (LTS) regression and am encountering the
>> following error message when attempting to access the coefficients:
>
I am using robreg.evol (part of the RFreak package) to fit models via
least trimmed squares (LTS) regression and am encountering the
following error message when attempting to access the coefficients:
Error in fit1$coef : $ operator not defined for this S4 class.
It appears to me that robreg.evol
Can anyone confirm the formula for the m out of n bootstrap variance
estimator? rq.boot applies a deflation factor directly to the
bootstrap estimates. Presumably, the SE of the estimate of interest
is then taken to be the SD of the deflated estimates. I have read
Bickel's and others' papers on
nce to favor one over the
> other.
>
> Also, I can't justify (to myself) why skew would hamper the quality of
> bootstrap variance estimates. I wonder how it affects the sandwich
> variance estimate...
>
> Best,
> Matt
>
> On Mon, 2011-02-28 at 17:50 -0600, James
I am fitting quantile regression models using data collected from a
sample of 124 patients. When modeling cross-sectional associations, I
have noticed that nonparametric bootstrap estimates of the variances
of parameter estimates are much greater in magnitude than the
empirical Huber estimates der
I am new to R and am interested in using the program to fit quantile
regression models to data collected from a multi-stage probability
sample of the US population. The quantile regression package, rq, can
accommodate person weights. However, it is not clear to me that
boot.rq is appropriate for
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