Displaying 6 results from an estimated 6 matches for "psychonomics".
2006 Nov 28
0
Consulting request R training and programming
...g course and the implementation of our "wishlist". Please respond to my private adress so the list isn't messed up with more or less business related questions.
With thanks in advance.
Best regards,
Holger Nowak
--
Holger Nowak
Junior Project Manager
data analysis | programming
> psychonomics AG
> Berrenrather Str. 154-156
> D-50937 K?ln
> T +49 (0) 221 42061-346
> F +49 (0) 221 42061-100
> E-Mail: holger.nowak at psychonomics.de
> www.psychonomics.de
>
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"Kundenmonitor Banken 2006" erschienen. Studieninfo: www.psychonomics.de/kundenmo...
2007 Dec 13
0
New version of MBESS released
Hello useRs,
MBESS (Methods for the Behavioral, Educational, and Social Sciences)
has recently been released and should be on all of the mirrors by now
(with binaries for Mac and Windows:
http://cran.r-project.org/src/contrib/Descriptions/MBESS.html).
The major contribution of MBESS is confidence intervals for
noncentrality parameters (t, F, and chi-square) and standardized
effect sizes (e.g.,
2010 Aug 27
0
New package: mpt
Dear all,
I have submitted a new package called mpt to CRAN.
It contains functions for fitting and testing multinomial
processing tree (MPT) models, a class of statistical models for
categorical data that involve latent parameters. These parameters
are often interpreted as psychological processing variables.
An introduction to these models is:
Riefer, D.M., & Batchelder, W.H. (1988).
2007 Dec 13
0
New version of MBESS released
Hello useRs,
MBESS (Methods for the Behavioral, Educational, and Social Sciences)
has recently been released and should be on all of the mirrors by now
(with binaries for Mac and Windows:
http://cran.r-project.org/src/contrib/Descriptions/MBESS.html).
The major contribution of MBESS is confidence intervals for
noncentrality parameters (t, F, and chi-square) and standardized
effect sizes (e.g.,
2009 Mar 31
1
help about: anova and population no normal
Dear R-Helpers,
Parametric statistics are statistics where the population is assumed to fit any
parametrized distributions (most typically the normal distribution).
My problem is:
1) if my polulation is no normal
2) if the sample data of all replications and treatments were well fitted from
the Weibull distribution (shape and scale parameters).
Can be The shape and scale parameters compared
2010 Aug 27
0
New package: mpt
Dear all,
I have submitted a new package called mpt to CRAN.
It contains functions for fitting and testing multinomial
processing tree (MPT) models, a class of statistical models for
categorical data that involve latent parameters. These parameters
are often interpreted as psychological processing variables.
An introduction to these models is:
Riefer, D.M., & Batchelder, W.H. (1988).