Displaying 5 results from an estimated 5 matches for "jhckx".
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jhckv
2003 May 14
1
mcl models, percentages
I've put two packages for R on my home page at
http://www.xs4all.nl/~jhckx/R/. The "pcnt" package is for multiway
percentage tables. I've posted a first effort called "ctab" on this
group and a request for enhancing "ftable" with percentages on the
wishlist.
The "mcl" package is for estimating multinomial logistic models using...
2003 Jan 29
3
multinomial conditional logit models
...ons on the dependent variable. One application is
to specify a loglinear model for square tables, e.g. quasi-symmetry
or quasi-independence, as a multinomial logit model with covariates.
Further details on this technique and examples with several packages
are on my homepage at http://www.xs4all.nl/~jhckx/mcl/
I've been trying to implement an MCL model in R and have been mostly
succesful. However I'm still stuck on a few points and I'm hoping
someone can point out how to do fix them.
To estimate an MCL model, the data must be restructured into a
person-choice file.
* Each case must b...
2003 Feb 12
1
models for square tables
I've posted a sample file for estimating loglinear models for square
tables (mobility models) at http://www.xs4all.nl/~jhckx/mcl/R/
Comments and suggestions are welcome.
John Hendrickx
2004 Aug 16
2
mutlicollinearity and MM-regression
Dear R users,
Usually the variance-inflation factor, which is based on R^2, is used as a
measure for multicollinearity. But, in contrast to OLS regression there is
no robust R^2 available for MM-regressions in R. Do you know if an
equivalent or an alternative nmeasure of multicollinearity is available for
MM-regression in R?
With best regards,
Carsten Colombier
Dr. Carsten Colombier
Economist
2004 Nov 03
2
how to compute condition index?
is there any existing function for computing condition index?
" analysing multivariate data" say that we can use condition index to check
multicollinearity.saying that we can get it via SVD. The elements of the
diagnoal matrix are the standard deviations of the uncorrelated vectors. the
condition index is the ratio of the largest of these numbers to the smallest.
so if i have a data